source: Sophya/trunk/SophyaExt/Blitz/blitz/mathfunc.h@ 2834

Last change on this file since 2834 was 221, checked in by ansari, 26 years ago

Creation module DPC/Blitz (blitz 0.4) Reza 09/04/99
File size: 66.5 KB
Line 
1// Generated: genmathfunc.cpp Jul 28 1998 17:29:02
2
3#ifndef BZ_MATHFUNC_H
4#define BZ_MATHFUNC_H
5
6#ifndef BZ_APPLICS_H
7 #error <blitz/mathfunc.h> should be included via <blitz/applics.h>
8#endif
9
10
11#ifndef BZ_PRETTYPRINT_H
12 #include <blitz/prettyprint.h>
13#endif
14
15BZ_NAMESPACE(blitz)
16
17// abs(P_numtype1) Absolute value
18template<class P_numtype1>
19class _bz_abs : public OneOperandApplicativeTemplatesBase {
20public:
21 typedef P_numtype1 T_numtype1;
22 typedef P_numtype1 T_numtype;
23
24 static inline T_numtype apply(T_numtype1 x)
25 { return BZ_MATHFN_SCOPE(abs)(x); }
26
27 template<class T1>
28 static void prettyPrint(string& str, prettyPrintFormat& format,
29 const T1& a)
30 {
31 str += "abs(";
32 a.prettyPrint(str,format);
33 str += ")";
34 }
35};
36
37// abs(long)
38template<>
39class _bz_abs<long> : public OneOperandApplicativeTemplatesBase {
40public:
41 typedef long T_numtype1;
42 typedef long T_numtype;
43
44 static inline T_numtype apply(T_numtype1 x)
45 { return BZ_MATHFN_SCOPE(labs)((long)x); }
46
47 template<class T1>
48 static void prettyPrint(string& str, prettyPrintFormat& format,
49 const T1& a)
50 {
51 str += "labs(";
52 a.prettyPrint(str,format);
53 str += ")";
54 }
55};
56
57// abs(float)
58template<>
59class _bz_abs<float> : public OneOperandApplicativeTemplatesBase {
60public:
61 typedef float T_numtype1;
62 typedef float T_numtype;
63
64 static inline T_numtype apply(T_numtype1 x)
65 { return BZ_MATHFN_SCOPE(fabs)((float)x); }
66
67 template<class T1>
68 static void prettyPrint(string& str, prettyPrintFormat& format,
69 const T1& a)
70 {
71 str += "fabs(";
72 a.prettyPrint(str,format);
73 str += ")";
74 }
75};
76
77// abs(double)
78template<>
79class _bz_abs<double> : public OneOperandApplicativeTemplatesBase {
80public:
81 typedef double T_numtype1;
82 typedef double T_numtype;
83
84 static inline T_numtype apply(T_numtype1 x)
85 { return BZ_MATHFN_SCOPE(fabs)((double)x); }
86
87 template<class T1>
88 static void prettyPrint(string& str, prettyPrintFormat& format,
89 const T1& a)
90 {
91 str += "fabs(";
92 a.prettyPrint(str,format);
93 str += ")";
94 }
95};
96
97// abs(long double)
98template<>
99class _bz_abs<long double> : public OneOperandApplicativeTemplatesBase {
100public:
101 typedef long double T_numtype1;
102 typedef long double T_numtype;
103
104 static inline T_numtype apply(T_numtype1 x)
105 { return BZ_MATHFN_SCOPE(fabs)((long double)x); }
106
107 template<class T1>
108 static void prettyPrint(string& str, prettyPrintFormat& format,
109 const T1& a)
110 {
111 str += "fabs(";
112 a.prettyPrint(str,format);
113 str += ")";
114 }
115};
116
117// acos(P_numtype1) Inverse cosine
118template<class P_numtype1>
119class _bz_acos : public OneOperandApplicativeTemplatesBase {
120public:
121 typedef P_numtype1 T_numtype1;
122 typedef double T_numtype;
123
124 static inline T_numtype apply(T_numtype1 x)
125 { return BZ_MATHFN_SCOPE(acos)((double)x); }
126
127 template<class T1>
128 static void prettyPrint(string& str, prettyPrintFormat& format,
129 const T1& a)
130 {
131 str += "acos(";
132 a.prettyPrint(str,format);
133 str += ")";
134 }
135};
136
137// acos(float)
138template<>
139class _bz_acos<float> : public OneOperandApplicativeTemplatesBase {
140public:
141 typedef float T_numtype1;
142 typedef float T_numtype;
143
144 static inline T_numtype apply(T_numtype1 x)
145 { return BZ_MATHFN_SCOPE(acos)((float)x); }
146
147 template<class T1>
148 static void prettyPrint(string& str, prettyPrintFormat& format,
149 const T1& a)
150 {
151 str += "acos(";
152 a.prettyPrint(str,format);
153 str += ")";
154 }
155};
156
157// acos(long double)
158template<>
159class _bz_acos<long double> : public OneOperandApplicativeTemplatesBase {
160public:
161 typedef long double T_numtype1;
162 typedef long double T_numtype;
163
164 static inline T_numtype apply(T_numtype1 x)
165 { return BZ_MATHFN_SCOPE(acos)((long double)x); }
166
167 template<class T1>
168 static void prettyPrint(string& str, prettyPrintFormat& format,
169 const T1& a)
170 {
171 str += "acos(";
172 a.prettyPrint(str,format);
173 str += ")";
174 }
175};
176
177// acos(complex<float> )
178#ifdef BZ_HAVE_COMPLEX_MATH2
179template<>
180class _bz_acos<complex<float> > : public OneOperandApplicativeTemplatesBase {
181public:
182 typedef complex<float> T_numtype1;
183 typedef complex<float> T_numtype;
184
185 static inline T_numtype apply(T_numtype1 x)
186 { return BZ_CMATHFN_SCOPE(acos)((complex<float> )x); }
187
188 template<class T1>
189 static void prettyPrint(string& str, prettyPrintFormat& format,
190 const T1& a)
191 {
192 str += "acos(";
193 a.prettyPrint(str,format);
194 str += ")";
195 }
196};
197#endif
198
199// acos(complex<double> )
200#ifdef BZ_HAVE_COMPLEX_MATH2
201template<>
202class _bz_acos<complex<double> > : public OneOperandApplicativeTemplatesBase {
203public:
204 typedef complex<double> T_numtype1;
205 typedef complex<double> T_numtype;
206
207 static inline T_numtype apply(T_numtype1 x)
208 { return BZ_CMATHFN_SCOPE(acos)((complex<double> )x); }
209
210 template<class T1>
211 static void prettyPrint(string& str, prettyPrintFormat& format,
212 const T1& a)
213 {
214 str += "acos(";
215 a.prettyPrint(str,format);
216 str += ")";
217 }
218};
219#endif
220
221// acos(complex<long double> )
222#ifdef BZ_HAVE_COMPLEX_MATH2
223template<>
224class _bz_acos<complex<long double> > : public OneOperandApplicativeTemplatesBase {
225public:
226 typedef complex<long double> T_numtype1;
227 typedef complex<long double> T_numtype;
228
229 static inline T_numtype apply(T_numtype1 x)
230 { return BZ_CMATHFN_SCOPE(acos)((complex<long double> )x); }
231
232 template<class T1>
233 static void prettyPrint(string& str, prettyPrintFormat& format,
234 const T1& a)
235 {
236 str += "acos(";
237 a.prettyPrint(str,format);
238 str += ")";
239 }
240};
241#endif
242
243// acosh(P_numtype1) Inverse hyperbolic cosine
244#ifdef BZ_HAVE_IEEE_MATH
245template<class P_numtype1>
246class _bz_acosh : public OneOperandApplicativeTemplatesBase {
247public:
248 typedef P_numtype1 T_numtype1;
249 typedef double T_numtype;
250
251 static inline T_numtype apply(T_numtype1 x)
252 { return BZ_MATHFN_SCOPE(acosh)((double)x); }
253
254 template<class T1>
255 static void prettyPrint(string& str, prettyPrintFormat& format,
256 const T1& a)
257 {
258 str += "acosh(";
259 a.prettyPrint(str,format);
260 str += ")";
261 }
262};
263#endif
264
265// asin(P_numtype1) Inverse sine
266template<class P_numtype1>
267class _bz_asin : public OneOperandApplicativeTemplatesBase {
268public:
269 typedef P_numtype1 T_numtype1;
270 typedef double T_numtype;
271
272 static inline T_numtype apply(T_numtype1 x)
273 { return BZ_MATHFN_SCOPE(asin)((double)x); }
274
275 template<class T1>
276 static void prettyPrint(string& str, prettyPrintFormat& format,
277 const T1& a)
278 {
279 str += "asin(";
280 a.prettyPrint(str,format);
281 str += ")";
282 }
283};
284
285// asin(float)
286template<>
287class _bz_asin<float> : public OneOperandApplicativeTemplatesBase {
288public:
289 typedef float T_numtype1;
290 typedef float T_numtype;
291
292 static inline T_numtype apply(T_numtype1 x)
293 { return BZ_MATHFN_SCOPE(asin)((float)x); }
294
295 template<class T1>
296 static void prettyPrint(string& str, prettyPrintFormat& format,
297 const T1& a)
298 {
299 str += "asin(";
300 a.prettyPrint(str,format);
301 str += ")";
302 }
303};
304
305// asin(long double)
306template<>
307class _bz_asin<long double> : public OneOperandApplicativeTemplatesBase {
308public:
309 typedef long double T_numtype1;
310 typedef long double T_numtype;
311
312 static inline T_numtype apply(T_numtype1 x)
313 { return BZ_MATHFN_SCOPE(asin)((long double)x); }
314
315 template<class T1>
316 static void prettyPrint(string& str, prettyPrintFormat& format,
317 const T1& a)
318 {
319 str += "asin(";
320 a.prettyPrint(str,format);
321 str += ")";
322 }
323};
324
325// asin(complex<float> )
326#ifdef BZ_HAVE_COMPLEX_MATH2
327template<>
328class _bz_asin<complex<float> > : public OneOperandApplicativeTemplatesBase {
329public:
330 typedef complex<float> T_numtype1;
331 typedef complex<float> T_numtype;
332
333 static inline T_numtype apply(T_numtype1 x)
334 { return BZ_CMATHFN_SCOPE(asin)((complex<float> )x); }
335
336 template<class T1>
337 static void prettyPrint(string& str, prettyPrintFormat& format,
338 const T1& a)
339 {
340 str += "asin(";
341 a.prettyPrint(str,format);
342 str += ")";
343 }
344};
345#endif
346
347// asin(complex<double> )
348#ifdef BZ_HAVE_COMPLEX_MATH2
349template<>
350class _bz_asin<complex<double> > : public OneOperandApplicativeTemplatesBase {
351public:
352 typedef complex<double> T_numtype1;
353 typedef complex<double> T_numtype;
354
355 static inline T_numtype apply(T_numtype1 x)
356 { return BZ_CMATHFN_SCOPE(asin)((complex<double> )x); }
357
358 template<class T1>
359 static void prettyPrint(string& str, prettyPrintFormat& format,
360 const T1& a)
361 {
362 str += "asin(";
363 a.prettyPrint(str,format);
364 str += ")";
365 }
366};
367#endif
368
369// asin(complex<long double> )
370#ifdef BZ_HAVE_COMPLEX_MATH2
371template<>
372class _bz_asin<complex<long double> > : public OneOperandApplicativeTemplatesBase {
373public:
374 typedef complex<long double> T_numtype1;
375 typedef complex<long double> T_numtype;
376
377 static inline T_numtype apply(T_numtype1 x)
378 { return BZ_CMATHFN_SCOPE(asin)((complex<long double> )x); }
379
380 template<class T1>
381 static void prettyPrint(string& str, prettyPrintFormat& format,
382 const T1& a)
383 {
384 str += "asin(";
385 a.prettyPrint(str,format);
386 str += ")";
387 }
388};
389#endif
390
391// asinh(P_numtype1) Inverse hyperbolic sine
392#ifdef BZ_HAVE_IEEE_MATH
393template<class P_numtype1>
394class _bz_asinh : public OneOperandApplicativeTemplatesBase {
395public:
396 typedef P_numtype1 T_numtype1;
397 typedef double T_numtype;
398
399 static inline T_numtype apply(T_numtype1 x)
400 { return BZ_MATHFN_SCOPE(asinh)((double)x); }
401
402 template<class T1>
403 static void prettyPrint(string& str, prettyPrintFormat& format,
404 const T1& a)
405 {
406 str += "asinh(";
407 a.prettyPrint(str,format);
408 str += ")";
409 }
410};
411#endif
412
413// atan(P_numtype1) Inverse tangent
414template<class P_numtype1>
415class _bz_atan : public OneOperandApplicativeTemplatesBase {
416public:
417 typedef P_numtype1 T_numtype1;
418 typedef double T_numtype;
419
420 static inline T_numtype apply(T_numtype1 x)
421 { return BZ_MATHFN_SCOPE(atan)((double)x); }
422
423 template<class T1>
424 static void prettyPrint(string& str, prettyPrintFormat& format,
425 const T1& a)
426 {
427 str += "atan(";
428 a.prettyPrint(str,format);
429 str += ")";
430 }
431};
432
433// atan(float)
434template<>
435class _bz_atan<float> : public OneOperandApplicativeTemplatesBase {
436public:
437 typedef float T_numtype1;
438 typedef float T_numtype;
439
440 static inline T_numtype apply(T_numtype1 x)
441 { return BZ_MATHFN_SCOPE(atan)((float)x); }
442
443 template<class T1>
444 static void prettyPrint(string& str, prettyPrintFormat& format,
445 const T1& a)
446 {
447 str += "atan(";
448 a.prettyPrint(str,format);
449 str += ")";
450 }
451};
452
453// atan(long double)
454template<>
455class _bz_atan<long double> : public OneOperandApplicativeTemplatesBase {
456public:
457 typedef long double T_numtype1;
458 typedef long double T_numtype;
459
460 static inline T_numtype apply(T_numtype1 x)
461 { return BZ_MATHFN_SCOPE(atan)((long double)x); }
462
463 template<class T1>
464 static void prettyPrint(string& str, prettyPrintFormat& format,
465 const T1& a)
466 {
467 str += "atan(";
468 a.prettyPrint(str,format);
469 str += ")";
470 }
471};
472
473// atan(complex<float> )
474#ifdef BZ_HAVE_COMPLEX_MATH2
475template<>
476class _bz_atan<complex<float> > : public OneOperandApplicativeTemplatesBase {
477public:
478 typedef complex<float> T_numtype1;
479 typedef complex<float> T_numtype;
480
481 static inline T_numtype apply(T_numtype1 x)
482 { return BZ_CMATHFN_SCOPE(atan)((complex<float> )x); }
483
484 template<class T1>
485 static void prettyPrint(string& str, prettyPrintFormat& format,
486 const T1& a)
487 {
488 str += "atan(";
489 a.prettyPrint(str,format);
490 str += ")";
491 }
492};
493#endif
494
495// atan(complex<double> )
496#ifdef BZ_HAVE_COMPLEX_MATH2
497template<>
498class _bz_atan<complex<double> > : public OneOperandApplicativeTemplatesBase {
499public:
500 typedef complex<double> T_numtype1;
501 typedef complex<double> T_numtype;
502
503 static inline T_numtype apply(T_numtype1 x)
504 { return BZ_CMATHFN_SCOPE(atan)((complex<double> )x); }
505
506 template<class T1>
507 static void prettyPrint(string& str, prettyPrintFormat& format,
508 const T1& a)
509 {
510 str += "atan(";
511 a.prettyPrint(str,format);
512 str += ")";
513 }
514};
515#endif
516
517// atan(complex<long double> )
518#ifdef BZ_HAVE_COMPLEX_MATH2
519template<>
520class _bz_atan<complex<long double> > : public OneOperandApplicativeTemplatesBase {
521public:
522 typedef complex<long double> T_numtype1;
523 typedef complex<long double> T_numtype;
524
525 static inline T_numtype apply(T_numtype1 x)
526 { return BZ_CMATHFN_SCOPE(atan)((complex<long double> )x); }
527
528 template<class T1>
529 static void prettyPrint(string& str, prettyPrintFormat& format,
530 const T1& a)
531 {
532 str += "atan(";
533 a.prettyPrint(str,format);
534 str += ")";
535 }
536};
537#endif
538
539// atanh(P_numtype1) Inverse hyperbolic tangent
540#ifdef BZ_HAVE_IEEE_MATH
541template<class P_numtype1>
542class _bz_atanh : public OneOperandApplicativeTemplatesBase {
543public:
544 typedef P_numtype1 T_numtype1;
545 typedef double T_numtype;
546
547 static inline T_numtype apply(T_numtype1 x)
548 { return BZ_MATHFN_SCOPE(atanh)((double)x); }
549
550 template<class T1>
551 static void prettyPrint(string& str, prettyPrintFormat& format,
552 const T1& a)
553 {
554 str += "atanh(";
555 a.prettyPrint(str,format);
556 str += ")";
557 }
558};
559#endif
560
561// atan2(P_numtype1, P_numtype2) Inverse tangent
562template<class P_numtype1, class P_numtype2>
563class _bz_atan2 : public TwoOperandApplicativeTemplatesBase {
564public:
565 typedef P_numtype1 T_numtype1;
566 typedef P_numtype2 T_numtype2;
567 typedef double T_numtype;
568
569 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
570 { return BZ_MATHFN_SCOPE(atan2)((double)x,(double)y); }
571};
572
573// atan2(float, float)
574template<>
575class _bz_atan2<float, float > : public TwoOperandApplicativeTemplatesBase {
576public:
577 typedef float T_numtype1;
578 typedef float T_numtype2;
579 typedef float T_numtype;
580
581 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
582 { return BZ_MATHFN_SCOPE(atan2)((float)x,(float)y); }
583};
584
585// atan2(long double, long double)
586template<>
587class _bz_atan2<long double, long double > : public TwoOperandApplicativeTemplatesBase {
588public:
589 typedef long double T_numtype1;
590 typedef long double T_numtype2;
591 typedef long double T_numtype;
592
593 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
594 { return BZ_MATHFN_SCOPE(atan2)((long double)x,(long double)y); }
595};
596
597// _class(P_numtype1) Classification of float-point value (FP_xxx)
598#ifdef BZ_HAVE_SYSTEM_V_MATH
599template<class P_numtype1>
600class _bz__class : public OneOperandApplicativeTemplatesBase {
601public:
602 typedef P_numtype1 T_numtype1;
603 typedef int T_numtype;
604
605 static inline T_numtype apply(T_numtype1 x)
606 { return BZ_MATHFN_SCOPE(_class)(x); }
607
608 template<class T1>
609 static void prettyPrint(string& str, prettyPrintFormat& format,
610 const T1& a)
611 {
612 str += "_class(";
613 a.prettyPrint(str,format);
614 str += ")";
615 }
616};
617#endif
618
619// cbrt(P_numtype1) Cube root
620#ifdef BZ_HAVE_IEEE_MATH
621template<class P_numtype1>
622class _bz_cbrt : public OneOperandApplicativeTemplatesBase {
623public:
624 typedef P_numtype1 T_numtype1;
625 typedef double T_numtype;
626
627 static inline T_numtype apply(T_numtype1 x)
628 { return BZ_MATHFN_SCOPE(cbrt)((double)x); }
629
630 template<class T1>
631 static void prettyPrint(string& str, prettyPrintFormat& format,
632 const T1& a)
633 {
634 str += "cbrt(";
635 a.prettyPrint(str,format);
636 str += ")";
637 }
638};
639#endif
640
641// ceil(P_numtype1) Ceiling
642template<class P_numtype1>
643class _bz_ceil : public OneOperandApplicativeTemplatesBase {
644public:
645 typedef P_numtype1 T_numtype1;
646 typedef double T_numtype;
647
648 static inline T_numtype apply(T_numtype1 x)
649 { return BZ_MATHFN_SCOPE(ceil)((double)x); }
650
651 template<class T1>
652 static void prettyPrint(string& str, prettyPrintFormat& format,
653 const T1& a)
654 {
655 str += "ceil(";
656 a.prettyPrint(str,format);
657 str += ")";
658 }
659};
660
661// ceil(float)
662template<>
663class _bz_ceil<float> : public OneOperandApplicativeTemplatesBase {
664public:
665 typedef float T_numtype1;
666 typedef float T_numtype;
667
668 static inline T_numtype apply(T_numtype1 x)
669 { return BZ_MATHFN_SCOPE(ceil)((float)x); }
670
671 template<class T1>
672 static void prettyPrint(string& str, prettyPrintFormat& format,
673 const T1& a)
674 {
675 str += "ceil(";
676 a.prettyPrint(str,format);
677 str += ")";
678 }
679};
680
681// ceil(long double)
682template<>
683class _bz_ceil<long double> : public OneOperandApplicativeTemplatesBase {
684public:
685 typedef long double T_numtype1;
686 typedef long double T_numtype;
687
688 static inline T_numtype apply(T_numtype1 x)
689 { return BZ_MATHFN_SCOPE(ceil)((long double)x); }
690
691 template<class T1>
692 static void prettyPrint(string& str, prettyPrintFormat& format,
693 const T1& a)
694 {
695 str += "ceil(";
696 a.prettyPrint(str,format);
697 str += ")";
698 }
699};
700
701// cos(P_numtype1) Cosine
702template<class P_numtype1>
703class _bz_cos : public OneOperandApplicativeTemplatesBase {
704public:
705 typedef P_numtype1 T_numtype1;
706 typedef double T_numtype;
707
708 static inline T_numtype apply(T_numtype1 x)
709 { return BZ_MATHFN_SCOPE(cos)((double)x); }
710
711 template<class T1>
712 static void prettyPrint(string& str, prettyPrintFormat& format,
713 const T1& a)
714 {
715 str += "cos(";
716 a.prettyPrint(str,format);
717 str += ")";
718 }
719};
720
721// cos(float)
722template<>
723class _bz_cos<float> : public OneOperandApplicativeTemplatesBase {
724public:
725 typedef float T_numtype1;
726 typedef float T_numtype;
727
728 static inline T_numtype apply(T_numtype1 x)
729 { return BZ_MATHFN_SCOPE(cos)((float)x); }
730
731 template<class T1>
732 static void prettyPrint(string& str, prettyPrintFormat& format,
733 const T1& a)
734 {
735 str += "cos(";
736 a.prettyPrint(str,format);
737 str += ")";
738 }
739};
740
741// cos(long double)
742template<>
743class _bz_cos<long double> : public OneOperandApplicativeTemplatesBase {
744public:
745 typedef long double T_numtype1;
746 typedef long double T_numtype;
747
748 static inline T_numtype apply(T_numtype1 x)
749 { return BZ_MATHFN_SCOPE(cos)((long double)x); }
750
751 template<class T1>
752 static void prettyPrint(string& str, prettyPrintFormat& format,
753 const T1& a)
754 {
755 str += "cos(";
756 a.prettyPrint(str,format);
757 str += ")";
758 }
759};
760
761// cos(complex<float> )
762#ifdef BZ_HAVE_COMPLEX_MATH1
763template<>
764class _bz_cos<complex<float> > : public OneOperandApplicativeTemplatesBase {
765public:
766 typedef complex<float> T_numtype1;
767 typedef complex<float> T_numtype;
768
769 static inline T_numtype apply(T_numtype1 x)
770 { return BZ_CMATHFN_SCOPE(cos)((complex<float> )x); }
771
772 template<class T1>
773 static void prettyPrint(string& str, prettyPrintFormat& format,
774 const T1& a)
775 {
776 str += "cos(";
777 a.prettyPrint(str,format);
778 str += ")";
779 }
780};
781#endif
782
783// cos(complex<double> )
784#ifdef BZ_HAVE_COMPLEX_MATH1
785template<>
786class _bz_cos<complex<double> > : public OneOperandApplicativeTemplatesBase {
787public:
788 typedef complex<double> T_numtype1;
789 typedef complex<double> T_numtype;
790
791 static inline T_numtype apply(T_numtype1 x)
792 { return BZ_CMATHFN_SCOPE(cos)((complex<double> )x); }
793
794 template<class T1>
795 static void prettyPrint(string& str, prettyPrintFormat& format,
796 const T1& a)
797 {
798 str += "cos(";
799 a.prettyPrint(str,format);
800 str += ")";
801 }
802};
803#endif
804
805// cos(complex<long double> )
806#ifdef BZ_HAVE_COMPLEX_MATH1
807template<>
808class _bz_cos<complex<long double> > : public OneOperandApplicativeTemplatesBase {
809public:
810 typedef complex<long double> T_numtype1;
811 typedef complex<long double> T_numtype;
812
813 static inline T_numtype apply(T_numtype1 x)
814 { return BZ_CMATHFN_SCOPE(cos)((complex<long double> )x); }
815
816 template<class T1>
817 static void prettyPrint(string& str, prettyPrintFormat& format,
818 const T1& a)
819 {
820 str += "cos(";
821 a.prettyPrint(str,format);
822 str += ")";
823 }
824};
825#endif
826
827// copysign(P_numtype1, P_numtype2)
828#ifdef BZ_HAVE_SYSTEM_V_MATH
829template<class P_numtype1, class P_numtype2>
830class _bz_copysign : public TwoOperandApplicativeTemplatesBase {
831public:
832 typedef P_numtype1 T_numtype1;
833 typedef P_numtype2 T_numtype2;
834 typedef double T_numtype;
835
836 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
837 { return BZ_MATHFN_SCOPE(copysign)((double)x,(double)y); }
838};
839#endif
840
841// cosh(P_numtype1) Hyperbolic cosine
842template<class P_numtype1>
843class _bz_cosh : public OneOperandApplicativeTemplatesBase {
844public:
845 typedef P_numtype1 T_numtype1;
846 typedef double T_numtype;
847
848 static inline T_numtype apply(T_numtype1 x)
849 { return BZ_MATHFN_SCOPE(cosh)((double)x); }
850
851 template<class T1>
852 static void prettyPrint(string& str, prettyPrintFormat& format,
853 const T1& a)
854 {
855 str += "cosh(";
856 a.prettyPrint(str,format);
857 str += ")";
858 }
859};
860
861// cosh(float)
862template<>
863class _bz_cosh<float> : public OneOperandApplicativeTemplatesBase {
864public:
865 typedef float T_numtype1;
866 typedef float T_numtype;
867
868 static inline T_numtype apply(T_numtype1 x)
869 { return BZ_MATHFN_SCOPE(cosh)((float)x); }
870
871 template<class T1>
872 static void prettyPrint(string& str, prettyPrintFormat& format,
873 const T1& a)
874 {
875 str += "cosh(";
876 a.prettyPrint(str,format);
877 str += ")";
878 }
879};
880
881// cosh(long double)
882template<>
883class _bz_cosh<long double> : public OneOperandApplicativeTemplatesBase {
884public:
885 typedef long double T_numtype1;
886 typedef long double T_numtype;
887
888 static inline T_numtype apply(T_numtype1 x)
889 { return BZ_MATHFN_SCOPE(cosh)((long double)x); }
890
891 template<class T1>
892 static void prettyPrint(string& str, prettyPrintFormat& format,
893 const T1& a)
894 {
895 str += "cosh(";
896 a.prettyPrint(str,format);
897 str += ")";
898 }
899};
900
901// cosh(complex<float> )
902#ifdef BZ_HAVE_COMPLEX_MATH1
903template<>
904class _bz_cosh<complex<float> > : public OneOperandApplicativeTemplatesBase {
905public:
906 typedef complex<float> T_numtype1;
907 typedef complex<float> T_numtype;
908
909 static inline T_numtype apply(T_numtype1 x)
910 { return BZ_CMATHFN_SCOPE(cosh)((complex<float> )x); }
911
912 template<class T1>
913 static void prettyPrint(string& str, prettyPrintFormat& format,
914 const T1& a)
915 {
916 str += "cosh(";
917 a.prettyPrint(str,format);
918 str += ")";
919 }
920};
921#endif
922
923// cosh(complex<double> )
924#ifdef BZ_HAVE_COMPLEX_MATH1
925template<>
926class _bz_cosh<complex<double> > : public OneOperandApplicativeTemplatesBase {
927public:
928 typedef complex<double> T_numtype1;
929 typedef complex<double> T_numtype;
930
931 static inline T_numtype apply(T_numtype1 x)
932 { return BZ_CMATHFN_SCOPE(cosh)((complex<double> )x); }
933
934 template<class T1>
935 static void prettyPrint(string& str, prettyPrintFormat& format,
936 const T1& a)
937 {
938 str += "cosh(";
939 a.prettyPrint(str,format);
940 str += ")";
941 }
942};
943#endif
944
945// cosh(complex<long double> )
946#ifdef BZ_HAVE_COMPLEX_MATH1
947template<>
948class _bz_cosh<complex<long double> > : public OneOperandApplicativeTemplatesBase {
949public:
950 typedef complex<long double> T_numtype1;
951 typedef complex<long double> T_numtype;
952
953 static inline T_numtype apply(T_numtype1 x)
954 { return BZ_CMATHFN_SCOPE(cosh)((complex<long double> )x); }
955
956 template<class T1>
957 static void prettyPrint(string& str, prettyPrintFormat& format,
958 const T1& a)
959 {
960 str += "cosh(";
961 a.prettyPrint(str,format);
962 str += ")";
963 }
964};
965#endif
966
967// drem(P_numtype1, P_numtype2) Remainder
968#ifdef BZ_HAVE_SYSTEM_V_MATH
969template<class P_numtype1, class P_numtype2>
970class _bz_drem : public TwoOperandApplicativeTemplatesBase {
971public:
972 typedef P_numtype1 T_numtype1;
973 typedef P_numtype2 T_numtype2;
974 typedef double T_numtype;
975
976 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
977 { return BZ_MATHFN_SCOPE(drem)((double)x,(double)y); }
978};
979#endif
980
981// exp(P_numtype1) Exponential
982template<class P_numtype1>
983class _bz_exp : public OneOperandApplicativeTemplatesBase {
984public:
985 typedef P_numtype1 T_numtype1;
986 typedef double T_numtype;
987
988 static inline T_numtype apply(T_numtype1 x)
989 { return BZ_MATHFN_SCOPE(exp)((double)x); }
990
991 template<class T1>
992 static void prettyPrint(string& str, prettyPrintFormat& format,
993 const T1& a)
994 {
995 str += "exp(";
996 a.prettyPrint(str,format);
997 str += ")";
998 }
999};
1000
1001// exp(float)
1002template<>
1003class _bz_exp<float> : public OneOperandApplicativeTemplatesBase {
1004public:
1005 typedef float T_numtype1;
1006 typedef float T_numtype;
1007
1008 static inline T_numtype apply(T_numtype1 x)
1009 { return BZ_MATHFN_SCOPE(exp)((float)x); }
1010
1011 template<class T1>
1012 static void prettyPrint(string& str, prettyPrintFormat& format,
1013 const T1& a)
1014 {
1015 str += "exp(";
1016 a.prettyPrint(str,format);
1017 str += ")";
1018 }
1019};
1020
1021// exp(long double)
1022template<>
1023class _bz_exp<long double> : public OneOperandApplicativeTemplatesBase {
1024public:
1025 typedef long double T_numtype1;
1026 typedef long double T_numtype;
1027
1028 static inline T_numtype apply(T_numtype1 x)
1029 { return BZ_MATHFN_SCOPE(exp)((long double)x); }
1030
1031 template<class T1>
1032 static void prettyPrint(string& str, prettyPrintFormat& format,
1033 const T1& a)
1034 {
1035 str += "exp(";
1036 a.prettyPrint(str,format);
1037 str += ")";
1038 }
1039};
1040
1041// exp(complex<float> )
1042#ifdef BZ_HAVE_COMPLEX_MATH1
1043template<>
1044class _bz_exp<complex<float> > : public OneOperandApplicativeTemplatesBase {
1045public:
1046 typedef complex<float> T_numtype1;
1047 typedef complex<float> T_numtype;
1048
1049 static inline T_numtype apply(T_numtype1 x)
1050 { return BZ_CMATHFN_SCOPE(exp)((complex<float> )x); }
1051
1052 template<class T1>
1053 static void prettyPrint(string& str, prettyPrintFormat& format,
1054 const T1& a)
1055 {
1056 str += "exp(";
1057 a.prettyPrint(str,format);
1058 str += ")";
1059 }
1060};
1061#endif
1062
1063// exp(complex<double> )
1064#ifdef BZ_HAVE_COMPLEX_MATH1
1065template<>
1066class _bz_exp<complex<double> > : public OneOperandApplicativeTemplatesBase {
1067public:
1068 typedef complex<double> T_numtype1;
1069 typedef complex<double> T_numtype;
1070
1071 static inline T_numtype apply(T_numtype1 x)
1072 { return BZ_CMATHFN_SCOPE(exp)((complex<double> )x); }
1073
1074 template<class T1>
1075 static void prettyPrint(string& str, prettyPrintFormat& format,
1076 const T1& a)
1077 {
1078 str += "exp(";
1079 a.prettyPrint(str,format);
1080 str += ")";
1081 }
1082};
1083#endif
1084
1085// exp(complex<long double> )
1086#ifdef BZ_HAVE_COMPLEX_MATH1
1087template<>
1088class _bz_exp<complex<long double> > : public OneOperandApplicativeTemplatesBase {
1089public:
1090 typedef complex<long double> T_numtype1;
1091 typedef complex<long double> T_numtype;
1092
1093 static inline T_numtype apply(T_numtype1 x)
1094 { return BZ_CMATHFN_SCOPE(exp)((complex<long double> )x); }
1095
1096 template<class T1>
1097 static void prettyPrint(string& str, prettyPrintFormat& format,
1098 const T1& a)
1099 {
1100 str += "exp(";
1101 a.prettyPrint(str,format);
1102 str += ")";
1103 }
1104};
1105#endif
1106
1107// expm1(P_numtype1) Exp(x)-1
1108#ifdef BZ_HAVE_IEEE_MATH
1109template<class P_numtype1>
1110class _bz_expm1 : public OneOperandApplicativeTemplatesBase {
1111public:
1112 typedef P_numtype1 T_numtype1;
1113 typedef double T_numtype;
1114
1115 static inline T_numtype apply(T_numtype1 x)
1116 { return BZ_MATHFN_SCOPE(expm1)((double)x); }
1117
1118 template<class T1>
1119 static void prettyPrint(string& str, prettyPrintFormat& format,
1120 const T1& a)
1121 {
1122 str += "expm1(";
1123 a.prettyPrint(str,format);
1124 str += ")";
1125 }
1126};
1127#endif
1128
1129// erf(P_numtype1) Error function
1130#ifdef BZ_HAVE_IEEE_MATH
1131template<class P_numtype1>
1132class _bz_erf : public OneOperandApplicativeTemplatesBase {
1133public:
1134 typedef P_numtype1 T_numtype1;
1135 typedef double T_numtype;
1136
1137 static inline T_numtype apply(T_numtype1 x)
1138 { return BZ_MATHFN_SCOPE(erf)((double)x); }
1139
1140 template<class T1>
1141 static void prettyPrint(string& str, prettyPrintFormat& format,
1142 const T1& a)
1143 {
1144 str += "erf(";
1145 a.prettyPrint(str,format);
1146 str += ")";
1147 }
1148};
1149#endif
1150
1151// erfc(P_numtype1) Complementary error function
1152#ifdef BZ_HAVE_IEEE_MATH
1153template<class P_numtype1>
1154class _bz_erfc : public OneOperandApplicativeTemplatesBase {
1155public:
1156 typedef P_numtype1 T_numtype1;
1157 typedef double T_numtype;
1158
1159 static inline T_numtype apply(T_numtype1 x)
1160 { return BZ_MATHFN_SCOPE(erfc)((double)x); }
1161
1162 template<class T1>
1163 static void prettyPrint(string& str, prettyPrintFormat& format,
1164 const T1& a)
1165 {
1166 str += "erfc(";
1167 a.prettyPrint(str,format);
1168 str += ")";
1169 }
1170};
1171#endif
1172
1173// finite(P_numtype1) Nonzero if finite
1174#ifdef BZ_HAVE_IEEE_MATH
1175template<class P_numtype1>
1176class _bz_finite : public OneOperandApplicativeTemplatesBase {
1177public:
1178 typedef P_numtype1 T_numtype1;
1179 typedef int T_numtype;
1180
1181 static inline T_numtype apply(T_numtype1 x)
1182 { return BZ_MATHFN_SCOPE(finite)(x); }
1183
1184 template<class T1>
1185 static void prettyPrint(string& str, prettyPrintFormat& format,
1186 const T1& a)
1187 {
1188 str += "finite(";
1189 a.prettyPrint(str,format);
1190 str += ")";
1191 }
1192};
1193#endif
1194
1195// floor(P_numtype1) Floor function
1196template<class P_numtype1>
1197class _bz_floor : public OneOperandApplicativeTemplatesBase {
1198public:
1199 typedef P_numtype1 T_numtype1;
1200 typedef double T_numtype;
1201
1202 static inline T_numtype apply(T_numtype1 x)
1203 { return BZ_MATHFN_SCOPE(floor)((double)x); }
1204
1205 template<class T1>
1206 static void prettyPrint(string& str, prettyPrintFormat& format,
1207 const T1& a)
1208 {
1209 str += "floor(";
1210 a.prettyPrint(str,format);
1211 str += ")";
1212 }
1213};
1214
1215// floor(float)
1216template<>
1217class _bz_floor<float> : public OneOperandApplicativeTemplatesBase {
1218public:
1219 typedef float T_numtype1;
1220 typedef float T_numtype;
1221
1222 static inline T_numtype apply(T_numtype1 x)
1223 { return BZ_MATHFN_SCOPE(floor)((float)x); }
1224
1225 template<class T1>
1226 static void prettyPrint(string& str, prettyPrintFormat& format,
1227 const T1& a)
1228 {
1229 str += "floor(";
1230 a.prettyPrint(str,format);
1231 str += ")";
1232 }
1233};
1234
1235// floor(long double)
1236template<>
1237class _bz_floor<long double> : public OneOperandApplicativeTemplatesBase {
1238public:
1239 typedef long double T_numtype1;
1240 typedef long double T_numtype;
1241
1242 static inline T_numtype apply(T_numtype1 x)
1243 { return BZ_MATHFN_SCOPE(floor)((long double)x); }
1244
1245 template<class T1>
1246 static void prettyPrint(string& str, prettyPrintFormat& format,
1247 const T1& a)
1248 {
1249 str += "floor(";
1250 a.prettyPrint(str,format);
1251 str += ")";
1252 }
1253};
1254
1255// fmod(P_numtype1, P_numtype2) Modulo remainder
1256#ifdef BZ_HAVE_SYSTEM_V_MATH
1257template<class P_numtype1, class P_numtype2>
1258class _bz_fmod : public TwoOperandApplicativeTemplatesBase {
1259public:
1260 typedef P_numtype1 T_numtype1;
1261 typedef P_numtype2 T_numtype2;
1262 typedef double T_numtype;
1263
1264 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1265 { return BZ_MATHFN_SCOPE(fmod)((double)x,(double)y); }
1266};
1267#endif
1268
1269// hypot(P_numtype1, P_numtype2) sqrt(x*x+y*y)
1270#ifdef BZ_HAVE_SYSTEM_V_MATH
1271template<class P_numtype1, class P_numtype2>
1272class _bz_hypot : public TwoOperandApplicativeTemplatesBase {
1273public:
1274 typedef P_numtype1 T_numtype1;
1275 typedef P_numtype2 T_numtype2;
1276 typedef double T_numtype;
1277
1278 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1279 { return BZ_MATHFN_SCOPE(hypot)((double)x,(double)y); }
1280};
1281#endif
1282
1283// ilogb(P_numtype1) Integer unbiased exponent
1284#ifdef BZ_HAVE_SYSTEM_V_MATH
1285template<class P_numtype1>
1286class _bz_ilogb : public OneOperandApplicativeTemplatesBase {
1287public:
1288 typedef P_numtype1 T_numtype1;
1289 typedef int T_numtype;
1290
1291 static inline T_numtype apply(T_numtype1 x)
1292 { return BZ_MATHFN_SCOPE(ilogb)(x); }
1293
1294 template<class T1>
1295 static void prettyPrint(string& str, prettyPrintFormat& format,
1296 const T1& a)
1297 {
1298 str += "ilogb(";
1299 a.prettyPrint(str,format);
1300 str += ")";
1301 }
1302};
1303#endif
1304
1305// isnan(P_numtype1) Nonzero if NaNS or NaNQ
1306#ifdef BZ_HAVE_IEEE_MATH
1307template<class P_numtype1>
1308class _bz_isnan : public OneOperandApplicativeTemplatesBase {
1309public:
1310 typedef P_numtype1 T_numtype1;
1311 typedef int T_numtype;
1312
1313 static inline T_numtype apply(T_numtype1 x)
1314 { return BZ_MATHFN_SCOPE(isnan)(x); }
1315
1316 template<class T1>
1317 static void prettyPrint(string& str, prettyPrintFormat& format,
1318 const T1& a)
1319 {
1320 str += "isnan(";
1321 a.prettyPrint(str,format);
1322 str += ")";
1323 }
1324};
1325#endif
1326
1327// itrunc(P_numtype1) Truncate and convert to integer
1328#ifdef BZ_HAVE_SYSTEM_V_MATH
1329template<class P_numtype1>
1330class _bz_itrunc : public OneOperandApplicativeTemplatesBase {
1331public:
1332 typedef P_numtype1 T_numtype1;
1333 typedef int T_numtype;
1334
1335 static inline T_numtype apply(T_numtype1 x)
1336 { return BZ_MATHFN_SCOPE(itrunc)(x); }
1337
1338 template<class T1>
1339 static void prettyPrint(string& str, prettyPrintFormat& format,
1340 const T1& a)
1341 {
1342 str += "itrunc(";
1343 a.prettyPrint(str,format);
1344 str += ")";
1345 }
1346};
1347#endif
1348
1349// j0(P_numtype1) Bessel function first kind, order 0
1350#ifdef BZ_HAVE_IEEE_MATH
1351template<class P_numtype1>
1352class _bz_j0 : public OneOperandApplicativeTemplatesBase {
1353public:
1354 typedef P_numtype1 T_numtype1;
1355 typedef double T_numtype;
1356
1357 static inline T_numtype apply(T_numtype1 x)
1358 { return BZ_MATHFN_SCOPE(j0)((double)x); }
1359
1360 template<class T1>
1361 static void prettyPrint(string& str, prettyPrintFormat& format,
1362 const T1& a)
1363 {
1364 str += "j0(";
1365 a.prettyPrint(str,format);
1366 str += ")";
1367 }
1368};
1369#endif
1370
1371// j1(P_numtype1) Bessel function first kind, order 1
1372#ifdef BZ_HAVE_IEEE_MATH
1373template<class P_numtype1>
1374class _bz_j1 : public OneOperandApplicativeTemplatesBase {
1375public:
1376 typedef P_numtype1 T_numtype1;
1377 typedef double T_numtype;
1378
1379 static inline T_numtype apply(T_numtype1 x)
1380 { return BZ_MATHFN_SCOPE(j1)((double)x); }
1381
1382 template<class T1>
1383 static void prettyPrint(string& str, prettyPrintFormat& format,
1384 const T1& a)
1385 {
1386 str += "j1(";
1387 a.prettyPrint(str,format);
1388 str += ")";
1389 }
1390};
1391#endif
1392
1393// lgamma(P_numtype1) Log absolute gamma
1394#ifdef BZ_HAVE_IEEE_MATH
1395template<class P_numtype1>
1396class _bz_lgamma : public OneOperandApplicativeTemplatesBase {
1397public:
1398 typedef P_numtype1 T_numtype1;
1399 typedef double T_numtype;
1400
1401 static inline T_numtype apply(T_numtype1 x)
1402 { return BZ_MATHFN_SCOPE(lgamma)((double)x); }
1403
1404 template<class T1>
1405 static void prettyPrint(string& str, prettyPrintFormat& format,
1406 const T1& a)
1407 {
1408 str += "lgamma(";
1409 a.prettyPrint(str,format);
1410 str += ")";
1411 }
1412};
1413#endif
1414
1415// log(P_numtype1) Natural logarithm
1416template<class P_numtype1>
1417class _bz_log : public OneOperandApplicativeTemplatesBase {
1418public:
1419 typedef P_numtype1 T_numtype1;
1420 typedef double T_numtype;
1421
1422 static inline T_numtype apply(T_numtype1 x)
1423 { return BZ_MATHFN_SCOPE(log)((double)x); }
1424
1425 template<class T1>
1426 static void prettyPrint(string& str, prettyPrintFormat& format,
1427 const T1& a)
1428 {
1429 str += "log(";
1430 a.prettyPrint(str,format);
1431 str += ")";
1432 }
1433};
1434
1435// log(float)
1436template<>
1437class _bz_log<float> : public OneOperandApplicativeTemplatesBase {
1438public:
1439 typedef float T_numtype1;
1440 typedef float T_numtype;
1441
1442 static inline T_numtype apply(T_numtype1 x)
1443 { return BZ_MATHFN_SCOPE(log)((float)x); }
1444
1445 template<class T1>
1446 static void prettyPrint(string& str, prettyPrintFormat& format,
1447 const T1& a)
1448 {
1449 str += "log(";
1450 a.prettyPrint(str,format);
1451 str += ")";
1452 }
1453};
1454
1455// log(long double)
1456template<>
1457class _bz_log<long double> : public OneOperandApplicativeTemplatesBase {
1458public:
1459 typedef long double T_numtype1;
1460 typedef long double T_numtype;
1461
1462 static inline T_numtype apply(T_numtype1 x)
1463 { return BZ_MATHFN_SCOPE(log)((long double)x); }
1464
1465 template<class T1>
1466 static void prettyPrint(string& str, prettyPrintFormat& format,
1467 const T1& a)
1468 {
1469 str += "log(";
1470 a.prettyPrint(str,format);
1471 str += ")";
1472 }
1473};
1474
1475// log(complex<float> )
1476#ifdef BZ_HAVE_COMPLEX_MATH1
1477template<>
1478class _bz_log<complex<float> > : public OneOperandApplicativeTemplatesBase {
1479public:
1480 typedef complex<float> T_numtype1;
1481 typedef complex<float> T_numtype;
1482
1483 static inline T_numtype apply(T_numtype1 x)
1484 { return BZ_CMATHFN_SCOPE(log)((complex<float> )x); }
1485
1486 template<class T1>
1487 static void prettyPrint(string& str, prettyPrintFormat& format,
1488 const T1& a)
1489 {
1490 str += "log(";
1491 a.prettyPrint(str,format);
1492 str += ")";
1493 }
1494};
1495#endif
1496
1497// log(complex<double> )
1498#ifdef BZ_HAVE_COMPLEX_MATH1
1499template<>
1500class _bz_log<complex<double> > : public OneOperandApplicativeTemplatesBase {
1501public:
1502 typedef complex<double> T_numtype1;
1503 typedef complex<double> T_numtype;
1504
1505 static inline T_numtype apply(T_numtype1 x)
1506 { return BZ_CMATHFN_SCOPE(log)((complex<double> )x); }
1507
1508 template<class T1>
1509 static void prettyPrint(string& str, prettyPrintFormat& format,
1510 const T1& a)
1511 {
1512 str += "log(";
1513 a.prettyPrint(str,format);
1514 str += ")";
1515 }
1516};
1517#endif
1518
1519// log(complex<long double> )
1520#ifdef BZ_HAVE_COMPLEX_MATH1
1521template<>
1522class _bz_log<complex<long double> > : public OneOperandApplicativeTemplatesBase {
1523public:
1524 typedef complex<long double> T_numtype1;
1525 typedef complex<long double> T_numtype;
1526
1527 static inline T_numtype apply(T_numtype1 x)
1528 { return BZ_CMATHFN_SCOPE(log)((complex<long double> )x); }
1529
1530 template<class T1>
1531 static void prettyPrint(string& str, prettyPrintFormat& format,
1532 const T1& a)
1533 {
1534 str += "log(";
1535 a.prettyPrint(str,format);
1536 str += ")";
1537 }
1538};
1539#endif
1540
1541// logb(P_numtype1) Unbiased exponent (IEEE)
1542#ifdef BZ_HAVE_IEEE_MATH
1543template<class P_numtype1>
1544class _bz_logb : public OneOperandApplicativeTemplatesBase {
1545public:
1546 typedef P_numtype1 T_numtype1;
1547 typedef double T_numtype;
1548
1549 static inline T_numtype apply(T_numtype1 x)
1550 { return BZ_MATHFN_SCOPE(logb)((double)x); }
1551
1552 template<class T1>
1553 static void prettyPrint(string& str, prettyPrintFormat& format,
1554 const T1& a)
1555 {
1556 str += "logb(";
1557 a.prettyPrint(str,format);
1558 str += ")";
1559 }
1560};
1561#endif
1562
1563// log1p(P_numtype1) Compute log(1 + x)
1564#ifdef BZ_HAVE_IEEE_MATH
1565template<class P_numtype1>
1566class _bz_log1p : public OneOperandApplicativeTemplatesBase {
1567public:
1568 typedef P_numtype1 T_numtype1;
1569 typedef double T_numtype;
1570
1571 static inline T_numtype apply(T_numtype1 x)
1572 { return BZ_MATHFN_SCOPE(log1p)((double)x); }
1573
1574 template<class T1>
1575 static void prettyPrint(string& str, prettyPrintFormat& format,
1576 const T1& a)
1577 {
1578 str += "log1p(";
1579 a.prettyPrint(str,format);
1580 str += ")";
1581 }
1582};
1583#endif
1584
1585// log10(P_numtype1) Logarithm base 10
1586template<class P_numtype1>
1587class _bz_log10 : public OneOperandApplicativeTemplatesBase {
1588public:
1589 typedef P_numtype1 T_numtype1;
1590 typedef double T_numtype;
1591
1592 static inline T_numtype apply(T_numtype1 x)
1593 { return BZ_MATHFN_SCOPE(log10)((double)x); }
1594
1595 template<class T1>
1596 static void prettyPrint(string& str, prettyPrintFormat& format,
1597 const T1& a)
1598 {
1599 str += "log10(";
1600 a.prettyPrint(str,format);
1601 str += ")";
1602 }
1603};
1604
1605// log10(float)
1606template<>
1607class _bz_log10<float> : public OneOperandApplicativeTemplatesBase {
1608public:
1609 typedef float T_numtype1;
1610 typedef float T_numtype;
1611
1612 static inline T_numtype apply(T_numtype1 x)
1613 { return BZ_MATHFN_SCOPE(log10)((float)x); }
1614
1615 template<class T1>
1616 static void prettyPrint(string& str, prettyPrintFormat& format,
1617 const T1& a)
1618 {
1619 str += "log10(";
1620 a.prettyPrint(str,format);
1621 str += ")";
1622 }
1623};
1624
1625// log10(long double)
1626template<>
1627class _bz_log10<long double> : public OneOperandApplicativeTemplatesBase {
1628public:
1629 typedef long double T_numtype1;
1630 typedef long double T_numtype;
1631
1632 static inline T_numtype apply(T_numtype1 x)
1633 { return BZ_MATHFN_SCOPE(log10)((long double)x); }
1634
1635 template<class T1>
1636 static void prettyPrint(string& str, prettyPrintFormat& format,
1637 const T1& a)
1638 {
1639 str += "log10(";
1640 a.prettyPrint(str,format);
1641 str += ")";
1642 }
1643};
1644
1645// log10(complex<float> )
1646#ifdef BZ_HAVE_COMPLEX_MATH2
1647template<>
1648class _bz_log10<complex<float> > : public OneOperandApplicativeTemplatesBase {
1649public:
1650 typedef complex<float> T_numtype1;
1651 typedef complex<float> T_numtype;
1652
1653 static inline T_numtype apply(T_numtype1 x)
1654 { return BZ_CMATHFN_SCOPE(log10)((complex<float> )x); }
1655
1656 template<class T1>
1657 static void prettyPrint(string& str, prettyPrintFormat& format,
1658 const T1& a)
1659 {
1660 str += "log10(";
1661 a.prettyPrint(str,format);
1662 str += ")";
1663 }
1664};
1665#endif
1666
1667// log10(complex<double> )
1668#ifdef BZ_HAVE_COMPLEX_MATH2
1669template<>
1670class _bz_log10<complex<double> > : public OneOperandApplicativeTemplatesBase {
1671public:
1672 typedef complex<double> T_numtype1;
1673 typedef complex<double> T_numtype;
1674
1675 static inline T_numtype apply(T_numtype1 x)
1676 { return BZ_CMATHFN_SCOPE(log10)((complex<double> )x); }
1677
1678 template<class T1>
1679 static void prettyPrint(string& str, prettyPrintFormat& format,
1680 const T1& a)
1681 {
1682 str += "log10(";
1683 a.prettyPrint(str,format);
1684 str += ")";
1685 }
1686};
1687#endif
1688
1689// log10(complex<long double> )
1690#ifdef BZ_HAVE_COMPLEX_MATH2
1691template<>
1692class _bz_log10<complex<long double> > : public OneOperandApplicativeTemplatesBase {
1693public:
1694 typedef complex<long double> T_numtype1;
1695 typedef complex<long double> T_numtype;
1696
1697 static inline T_numtype apply(T_numtype1 x)
1698 { return BZ_CMATHFN_SCOPE(log10)((complex<long double> )x); }
1699
1700 template<class T1>
1701 static void prettyPrint(string& str, prettyPrintFormat& format,
1702 const T1& a)
1703 {
1704 str += "log10(";
1705 a.prettyPrint(str,format);
1706 str += ")";
1707 }
1708};
1709#endif
1710
1711// nearest(P_numtype1) Nearest floating point integer
1712#ifdef BZ_HAVE_SYSTEM_V_MATH
1713template<class P_numtype1>
1714class _bz_nearest : public OneOperandApplicativeTemplatesBase {
1715public:
1716 typedef P_numtype1 T_numtype1;
1717 typedef double T_numtype;
1718
1719 static inline T_numtype apply(T_numtype1 x)
1720 { return BZ_MATHFN_SCOPE(nearest)((double)x); }
1721
1722 template<class T1>
1723 static void prettyPrint(string& str, prettyPrintFormat& format,
1724 const T1& a)
1725 {
1726 str += "nearest(";
1727 a.prettyPrint(str,format);
1728 str += ")";
1729 }
1730};
1731#endif
1732
1733// nextafter(P_numtype1, P_numtype2) Next representable number after x towards y
1734#ifdef BZ_HAVE_SYSTEM_V_MATH
1735template<class P_numtype1, class P_numtype2>
1736class _bz_nextafter : public TwoOperandApplicativeTemplatesBase {
1737public:
1738 typedef P_numtype1 T_numtype1;
1739 typedef P_numtype2 T_numtype2;
1740 typedef double T_numtype;
1741
1742 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1743 { return BZ_MATHFN_SCOPE(nextafter)((double)x,(double)y); }
1744};
1745#endif
1746
1747template<class P_numtype>
1748class _bz_negate : public OneOperandApplicativeTemplatesBase {
1749public:
1750 typedef BZ_SIGNEDTYPE(P_numtype) T_numtype;
1751
1752 static inline T_numtype apply(T_numtype x)
1753 { return -x; }
1754};
1755
1756// pow(P_numtype1, P_numtype2) Power
1757template<class P_numtype1, class P_numtype2>
1758class _bz_pow : public TwoOperandApplicativeTemplatesBase {
1759public:
1760 typedef P_numtype1 T_numtype1;
1761 typedef P_numtype2 T_numtype2;
1762 typedef double T_numtype;
1763
1764 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1765 { return BZ_MATHFN_SCOPE(pow)((double)x,(double)y); }
1766};
1767
1768// pow(float, float)
1769template<>
1770class _bz_pow<float, float > : public TwoOperandApplicativeTemplatesBase {
1771public:
1772 typedef float T_numtype1;
1773 typedef float T_numtype2;
1774 typedef float T_numtype;
1775
1776 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1777 { return BZ_MATHFN_SCOPE(pow)((float)x,(float)y); }
1778};
1779
1780// pow(long double, long double)
1781template<>
1782class _bz_pow<long double, long double > : public TwoOperandApplicativeTemplatesBase {
1783public:
1784 typedef long double T_numtype1;
1785 typedef long double T_numtype2;
1786 typedef long double T_numtype;
1787
1788 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1789 { return BZ_MATHFN_SCOPE(pow)((long double)x,(long double)y); }
1790};
1791
1792// pow(complex<float>, complex<float>)
1793#ifdef BZ_HAVE_COMPLEX_MATH1
1794template<>
1795class _bz_pow<complex<float>, complex<float> > : public TwoOperandApplicativeTemplatesBase {
1796public:
1797 typedef complex<float> T_numtype1;
1798 typedef complex<float> T_numtype2;
1799 typedef complex<float> T_numtype;
1800
1801 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1802 { return BZ_CMATHFN_SCOPE(pow)((complex<float>)x,(complex<float>)y); }
1803};
1804#endif
1805
1806// pow(complex<double>, complex<double>)
1807#ifdef BZ_HAVE_COMPLEX_MATH1
1808template<>
1809class _bz_pow<complex<double>, complex<double> > : public TwoOperandApplicativeTemplatesBase {
1810public:
1811 typedef complex<double> T_numtype1;
1812 typedef complex<double> T_numtype2;
1813 typedef complex<double> T_numtype;
1814
1815 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1816 { return BZ_CMATHFN_SCOPE(pow)((complex<double>)x,(complex<double>)y); }
1817};
1818#endif
1819
1820// pow(complex<long double>, complex<long double>)
1821#ifdef BZ_HAVE_COMPLEX_MATH1
1822template<>
1823class _bz_pow<complex<long double>, complex<long double> > : public TwoOperandApplicativeTemplatesBase {
1824public:
1825 typedef complex<long double> T_numtype1;
1826 typedef complex<long double> T_numtype2;
1827 typedef complex<long double> T_numtype;
1828
1829 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1830 { return BZ_CMATHFN_SCOPE(pow)((complex<long double>)x,(complex<long double>)y); }
1831};
1832#endif
1833
1834// remainder(P_numtype1, P_numtype2) Remainder
1835#ifdef BZ_HAVE_SYSTEM_V_MATH
1836template<class P_numtype1, class P_numtype2>
1837class _bz_remainder : public TwoOperandApplicativeTemplatesBase {
1838public:
1839 typedef P_numtype1 T_numtype1;
1840 typedef P_numtype2 T_numtype2;
1841 typedef double T_numtype;
1842
1843 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1844 { return BZ_MATHFN_SCOPE(remainder)((double)x,(double)y); }
1845};
1846#endif
1847
1848// rint(P_numtype1) Round to floating point integer
1849#ifdef BZ_HAVE_IEEE_MATH
1850template<class P_numtype1>
1851class _bz_rint : public OneOperandApplicativeTemplatesBase {
1852public:
1853 typedef P_numtype1 T_numtype1;
1854 typedef double T_numtype;
1855
1856 static inline T_numtype apply(T_numtype1 x)
1857 { return BZ_MATHFN_SCOPE(rint)((double)x); }
1858
1859 template<class T1>
1860 static void prettyPrint(string& str, prettyPrintFormat& format,
1861 const T1& a)
1862 {
1863 str += "rint(";
1864 a.prettyPrint(str,format);
1865 str += ")";
1866 }
1867};
1868#endif
1869
1870// rsqrt(P_numtype1) Reciprocal square root
1871#ifdef BZ_HAVE_SYSTEM_V_MATH
1872template<class P_numtype1>
1873class _bz_rsqrt : public OneOperandApplicativeTemplatesBase {
1874public:
1875 typedef P_numtype1 T_numtype1;
1876 typedef double T_numtype;
1877
1878 static inline T_numtype apply(T_numtype1 x)
1879 { return BZ_MATHFN_SCOPE(rsqrt)((double)x); }
1880
1881 template<class T1>
1882 static void prettyPrint(string& str, prettyPrintFormat& format,
1883 const T1& a)
1884 {
1885 str += "rsqrt(";
1886 a.prettyPrint(str,format);
1887 str += ")";
1888 }
1889};
1890#endif
1891
1892// scalb(P_numtype1, P_numtype2) x * (2**y)
1893#ifdef BZ_HAVE_SYSTEM_V_MATH
1894template<class P_numtype1, class P_numtype2>
1895class _bz_scalb : public TwoOperandApplicativeTemplatesBase {
1896public:
1897 typedef P_numtype1 T_numtype1;
1898 typedef P_numtype2 T_numtype2;
1899 typedef double T_numtype;
1900
1901 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
1902 { return BZ_MATHFN_SCOPE(scalb)((double)x,(double)y); }
1903};
1904#endif
1905
1906// sin(P_numtype1) Sine
1907template<class P_numtype1>
1908class _bz_sin : public OneOperandApplicativeTemplatesBase {
1909public:
1910 typedef P_numtype1 T_numtype1;
1911 typedef double T_numtype;
1912
1913 static inline T_numtype apply(T_numtype1 x)
1914 { return BZ_MATHFN_SCOPE(sin)((double)x); }
1915
1916 template<class T1>
1917 static void prettyPrint(string& str, prettyPrintFormat& format,
1918 const T1& a)
1919 {
1920 str += "sin(";
1921 a.prettyPrint(str,format);
1922 str += ")";
1923 }
1924};
1925
1926// sin(float)
1927template<>
1928class _bz_sin<float> : public OneOperandApplicativeTemplatesBase {
1929public:
1930 typedef float T_numtype1;
1931 typedef float T_numtype;
1932
1933 static inline T_numtype apply(T_numtype1 x)
1934 { return BZ_MATHFN_SCOPE(sin)((float)x); }
1935
1936 template<class T1>
1937 static void prettyPrint(string& str, prettyPrintFormat& format,
1938 const T1& a)
1939 {
1940 str += "sin(";
1941 a.prettyPrint(str,format);
1942 str += ")";
1943 }
1944};
1945
1946// sin(long double)
1947template<>
1948class _bz_sin<long double> : public OneOperandApplicativeTemplatesBase {
1949public:
1950 typedef long double T_numtype1;
1951 typedef long double T_numtype;
1952
1953 static inline T_numtype apply(T_numtype1 x)
1954 { return BZ_MATHFN_SCOPE(sin)((long double)x); }
1955
1956 template<class T1>
1957 static void prettyPrint(string& str, prettyPrintFormat& format,
1958 const T1& a)
1959 {
1960 str += "sin(";
1961 a.prettyPrint(str,format);
1962 str += ")";
1963 }
1964};
1965
1966// sin(complex<float> )
1967#ifdef BZ_HAVE_COMPLEX_MATH1
1968template<>
1969class _bz_sin<complex<float> > : public OneOperandApplicativeTemplatesBase {
1970public:
1971 typedef complex<float> T_numtype1;
1972 typedef complex<float> T_numtype;
1973
1974 static inline T_numtype apply(T_numtype1 x)
1975 { return BZ_CMATHFN_SCOPE(sin)((complex<float> )x); }
1976
1977 template<class T1>
1978 static void prettyPrint(string& str, prettyPrintFormat& format,
1979 const T1& a)
1980 {
1981 str += "sin(";
1982 a.prettyPrint(str,format);
1983 str += ")";
1984 }
1985};
1986#endif
1987
1988// sin(complex<double> )
1989#ifdef BZ_HAVE_COMPLEX_MATH1
1990template<>
1991class _bz_sin<complex<double> > : public OneOperandApplicativeTemplatesBase {
1992public:
1993 typedef complex<double> T_numtype1;
1994 typedef complex<double> T_numtype;
1995
1996 static inline T_numtype apply(T_numtype1 x)
1997 { return BZ_CMATHFN_SCOPE(sin)((complex<double> )x); }
1998
1999 template<class T1>
2000 static void prettyPrint(string& str, prettyPrintFormat& format,
2001 const T1& a)
2002 {
2003 str += "sin(";
2004 a.prettyPrint(str,format);
2005 str += ")";
2006 }
2007};
2008#endif
2009
2010// sin(complex<long double> )
2011#ifdef BZ_HAVE_COMPLEX_MATH1
2012template<>
2013class _bz_sin<complex<long double> > : public OneOperandApplicativeTemplatesBase {
2014public:
2015 typedef complex<long double> T_numtype1;
2016 typedef complex<long double> T_numtype;
2017
2018 static inline T_numtype apply(T_numtype1 x)
2019 { return BZ_CMATHFN_SCOPE(sin)((complex<long double> )x); }
2020
2021 template<class T1>
2022 static void prettyPrint(string& str, prettyPrintFormat& format,
2023 const T1& a)
2024 {
2025 str += "sin(";
2026 a.prettyPrint(str,format);
2027 str += ")";
2028 }
2029};
2030#endif
2031
2032// sinh(P_numtype1) Hyperbolic sine
2033template<class P_numtype1>
2034class _bz_sinh : public OneOperandApplicativeTemplatesBase {
2035public:
2036 typedef P_numtype1 T_numtype1;
2037 typedef double T_numtype;
2038
2039 static inline T_numtype apply(T_numtype1 x)
2040 { return BZ_MATHFN_SCOPE(sinh)((double)x); }
2041
2042 template<class T1>
2043 static void prettyPrint(string& str, prettyPrintFormat& format,
2044 const T1& a)
2045 {
2046 str += "sinh(";
2047 a.prettyPrint(str,format);
2048 str += ")";
2049 }
2050};
2051
2052// sinh(float)
2053template<>
2054class _bz_sinh<float> : public OneOperandApplicativeTemplatesBase {
2055public:
2056 typedef float T_numtype1;
2057 typedef float T_numtype;
2058
2059 static inline T_numtype apply(T_numtype1 x)
2060 { return BZ_MATHFN_SCOPE(sinh)((float)x); }
2061
2062 template<class T1>
2063 static void prettyPrint(string& str, prettyPrintFormat& format,
2064 const T1& a)
2065 {
2066 str += "sinh(";
2067 a.prettyPrint(str,format);
2068 str += ")";
2069 }
2070};
2071
2072// sinh(long double)
2073template<>
2074class _bz_sinh<long double> : public OneOperandApplicativeTemplatesBase {
2075public:
2076 typedef long double T_numtype1;
2077 typedef long double T_numtype;
2078
2079 static inline T_numtype apply(T_numtype1 x)
2080 { return BZ_MATHFN_SCOPE(sinh)((long double)x); }
2081
2082 template<class T1>
2083 static void prettyPrint(string& str, prettyPrintFormat& format,
2084 const T1& a)
2085 {
2086 str += "sinh(";
2087 a.prettyPrint(str,format);
2088 str += ")";
2089 }
2090};
2091
2092// sinh(complex<float> )
2093#ifdef BZ_HAVE_COMPLEX_MATH1
2094template<>
2095class _bz_sinh<complex<float> > : public OneOperandApplicativeTemplatesBase {
2096public:
2097 typedef complex<float> T_numtype1;
2098 typedef complex<float> T_numtype;
2099
2100 static inline T_numtype apply(T_numtype1 x)
2101 { return BZ_CMATHFN_SCOPE(sinh)((complex<float> )x); }
2102
2103 template<class T1>
2104 static void prettyPrint(string& str, prettyPrintFormat& format,
2105 const T1& a)
2106 {
2107 str += "sinh(";
2108 a.prettyPrint(str,format);
2109 str += ")";
2110 }
2111};
2112#endif
2113
2114// sinh(complex<double> )
2115#ifdef BZ_HAVE_COMPLEX_MATH1
2116template<>
2117class _bz_sinh<complex<double> > : public OneOperandApplicativeTemplatesBase {
2118public:
2119 typedef complex<double> T_numtype1;
2120 typedef complex<double> T_numtype;
2121
2122 static inline T_numtype apply(T_numtype1 x)
2123 { return BZ_CMATHFN_SCOPE(sinh)((complex<double> )x); }
2124
2125 template<class T1>
2126 static void prettyPrint(string& str, prettyPrintFormat& format,
2127 const T1& a)
2128 {
2129 str += "sinh(";
2130 a.prettyPrint(str,format);
2131 str += ")";
2132 }
2133};
2134#endif
2135
2136// sinh(complex<long double> )
2137#ifdef BZ_HAVE_COMPLEX_MATH1
2138template<>
2139class _bz_sinh<complex<long double> > : public OneOperandApplicativeTemplatesBase {
2140public:
2141 typedef complex<long double> T_numtype1;
2142 typedef complex<long double> T_numtype;
2143
2144 static inline T_numtype apply(T_numtype1 x)
2145 { return BZ_CMATHFN_SCOPE(sinh)((complex<long double> )x); }
2146
2147 template<class T1>
2148 static void prettyPrint(string& str, prettyPrintFormat& format,
2149 const T1& a)
2150 {
2151 str += "sinh(";
2152 a.prettyPrint(str,format);
2153 str += ")";
2154 }
2155};
2156#endif
2157
2158template<class P_numtype>
2159class _bz_sqr : public OneOperandApplicativeTemplatesBase {
2160public:
2161 typedef P_numtype T_numtype;
2162
2163 static inline T_numtype apply(T_numtype x)
2164 { return x*x; }
2165 template<class T1>
2166 static void prettyPrint(string& str, prettyPrintFormat& format,
2167 const T1& a)
2168 {
2169 str += "sqr(";
2170 a.prettyPrint(str,format);
2171 str += ")";
2172 }
2173};
2174
2175// Specialization of _bz_sqr for complex<T>
2176template<class T>
2177class _bz_sqr<complex<T> > : public OneOperandApplicativeTemplatesBase {
2178public:
2179 typedef complex<T> T_numtype;
2180
2181 static inline T_numtype apply(T_numtype x)
2182 {
2183 T r = x.real(); T i = x.imag();
2184 return T_numtype(r*r-i*i, 2*r*i);
2185 }
2186 template<class T1>
2187 static void prettyPrint(string& str, prettyPrintFormat& format,
2188 const T1& a)
2189 {
2190 str += "sqr(";
2191 a.prettyPrint(str,format);
2192 str += ")";
2193 }
2194};
2195
2196// sqrt(P_numtype1) Square root
2197template<class P_numtype1>
2198class _bz_sqrt : public OneOperandApplicativeTemplatesBase {
2199public:
2200 typedef P_numtype1 T_numtype1;
2201 typedef double T_numtype;
2202
2203 static inline T_numtype apply(T_numtype1 x)
2204 { return BZ_MATHFN_SCOPE(sqrt)((double)x); }
2205
2206 template<class T1>
2207 static void prettyPrint(string& str, prettyPrintFormat& format,
2208 const T1& a)
2209 {
2210 str += "sqrt(";
2211 a.prettyPrint(str,format);
2212 str += ")";
2213 }
2214};
2215
2216// sqrt(float)
2217template<>
2218class _bz_sqrt<float> : public OneOperandApplicativeTemplatesBase {
2219public:
2220 typedef float T_numtype1;
2221 typedef float T_numtype;
2222
2223 static inline T_numtype apply(T_numtype1 x)
2224 { return BZ_MATHFN_SCOPE(sqrt)((float)x); }
2225
2226 template<class T1>
2227 static void prettyPrint(string& str, prettyPrintFormat& format,
2228 const T1& a)
2229 {
2230 str += "sqrt(";
2231 a.prettyPrint(str,format);
2232 str += ")";
2233 }
2234};
2235
2236// sqrt(long double)
2237template<>
2238class _bz_sqrt<long double> : public OneOperandApplicativeTemplatesBase {
2239public:
2240 typedef long double T_numtype1;
2241 typedef long double T_numtype;
2242
2243 static inline T_numtype apply(T_numtype1 x)
2244 { return BZ_MATHFN_SCOPE(sqrt)((long double)x); }
2245
2246 template<class T1>
2247 static void prettyPrint(string& str, prettyPrintFormat& format,
2248 const T1& a)
2249 {
2250 str += "sqrt(";
2251 a.prettyPrint(str,format);
2252 str += ")";
2253 }
2254};
2255
2256// sqrt(complex<float> )
2257#ifdef BZ_HAVE_COMPLEX_MATH1
2258template<>
2259class _bz_sqrt<complex<float> > : public OneOperandApplicativeTemplatesBase {
2260public:
2261 typedef complex<float> T_numtype1;
2262 typedef complex<float> T_numtype;
2263
2264 static inline T_numtype apply(T_numtype1 x)
2265 { return BZ_CMATHFN_SCOPE(sqrt)((complex<float> )x); }
2266
2267 template<class T1>
2268 static void prettyPrint(string& str, prettyPrintFormat& format,
2269 const T1& a)
2270 {
2271 str += "sqrt(";
2272 a.prettyPrint(str,format);
2273 str += ")";
2274 }
2275};
2276#endif
2277
2278// sqrt(complex<double> )
2279#ifdef BZ_HAVE_COMPLEX_MATH1
2280template<>
2281class _bz_sqrt<complex<double> > : public OneOperandApplicativeTemplatesBase {
2282public:
2283 typedef complex<double> T_numtype1;
2284 typedef complex<double> T_numtype;
2285
2286 static inline T_numtype apply(T_numtype1 x)
2287 { return BZ_CMATHFN_SCOPE(sqrt)((complex<double> )x); }
2288
2289 template<class T1>
2290 static void prettyPrint(string& str, prettyPrintFormat& format,
2291 const T1& a)
2292 {
2293 str += "sqrt(";
2294 a.prettyPrint(str,format);
2295 str += ")";
2296 }
2297};
2298#endif
2299
2300// sqrt(complex<long double> )
2301#ifdef BZ_HAVE_COMPLEX_MATH1
2302template<>
2303class _bz_sqrt<complex<long double> > : public OneOperandApplicativeTemplatesBase {
2304public:
2305 typedef complex<long double> T_numtype1;
2306 typedef complex<long double> T_numtype;
2307
2308 static inline T_numtype apply(T_numtype1 x)
2309 { return BZ_CMATHFN_SCOPE(sqrt)((complex<long double> )x); }
2310
2311 template<class T1>
2312 static void prettyPrint(string& str, prettyPrintFormat& format,
2313 const T1& a)
2314 {
2315 str += "sqrt(";
2316 a.prettyPrint(str,format);
2317 str += ")";
2318 }
2319};
2320#endif
2321
2322// tan(P_numtype1) Tangent
2323template<class P_numtype1>
2324class _bz_tan : public OneOperandApplicativeTemplatesBase {
2325public:
2326 typedef P_numtype1 T_numtype1;
2327 typedef double T_numtype;
2328
2329 static inline T_numtype apply(T_numtype1 x)
2330 { return BZ_MATHFN_SCOPE(tan)((double)x); }
2331
2332 template<class T1>
2333 static void prettyPrint(string& str, prettyPrintFormat& format,
2334 const T1& a)
2335 {
2336 str += "tan(";
2337 a.prettyPrint(str,format);
2338 str += ")";
2339 }
2340};
2341
2342// tan(float)
2343template<>
2344class _bz_tan<float> : public OneOperandApplicativeTemplatesBase {
2345public:
2346 typedef float T_numtype1;
2347 typedef float T_numtype;
2348
2349 static inline T_numtype apply(T_numtype1 x)
2350 { return BZ_MATHFN_SCOPE(tan)((float)x); }
2351
2352 template<class T1>
2353 static void prettyPrint(string& str, prettyPrintFormat& format,
2354 const T1& a)
2355 {
2356 str += "tan(";
2357 a.prettyPrint(str,format);
2358 str += ")";
2359 }
2360};
2361
2362// tan(long double)
2363template<>
2364class _bz_tan<long double> : public OneOperandApplicativeTemplatesBase {
2365public:
2366 typedef long double T_numtype1;
2367 typedef long double T_numtype;
2368
2369 static inline T_numtype apply(T_numtype1 x)
2370 { return BZ_MATHFN_SCOPE(tan)((long double)x); }
2371
2372 template<class T1>
2373 static void prettyPrint(string& str, prettyPrintFormat& format,
2374 const T1& a)
2375 {
2376 str += "tan(";
2377 a.prettyPrint(str,format);
2378 str += ")";
2379 }
2380};
2381
2382// tan(complex<float> )
2383#ifdef BZ_HAVE_COMPLEX_MATH1
2384template<>
2385class _bz_tan<complex<float> > : public OneOperandApplicativeTemplatesBase {
2386public:
2387 typedef complex<float> T_numtype1;
2388 typedef complex<float> T_numtype;
2389
2390 static inline T_numtype apply(T_numtype1 x)
2391 { return BZ_CMATHFN_SCOPE(tan)((complex<float> )x); }
2392
2393 template<class T1>
2394 static void prettyPrint(string& str, prettyPrintFormat& format,
2395 const T1& a)
2396 {
2397 str += "tan(";
2398 a.prettyPrint(str,format);
2399 str += ")";
2400 }
2401};
2402#endif
2403
2404// tan(complex<double> )
2405#ifdef BZ_HAVE_COMPLEX_MATH1
2406template<>
2407class _bz_tan<complex<double> > : public OneOperandApplicativeTemplatesBase {
2408public:
2409 typedef complex<double> T_numtype1;
2410 typedef complex<double> T_numtype;
2411
2412 static inline T_numtype apply(T_numtype1 x)
2413 { return BZ_CMATHFN_SCOPE(tan)((complex<double> )x); }
2414
2415 template<class T1>
2416 static void prettyPrint(string& str, prettyPrintFormat& format,
2417 const T1& a)
2418 {
2419 str += "tan(";
2420 a.prettyPrint(str,format);
2421 str += ")";
2422 }
2423};
2424#endif
2425
2426// tan(complex<long double> )
2427#ifdef BZ_HAVE_COMPLEX_MATH1
2428template<>
2429class _bz_tan<complex<long double> > : public OneOperandApplicativeTemplatesBase {
2430public:
2431 typedef complex<long double> T_numtype1;
2432 typedef complex<long double> T_numtype;
2433
2434 static inline T_numtype apply(T_numtype1 x)
2435 { return BZ_CMATHFN_SCOPE(tan)((complex<long double> )x); }
2436
2437 template<class T1>
2438 static void prettyPrint(string& str, prettyPrintFormat& format,
2439 const T1& a)
2440 {
2441 str += "tan(";
2442 a.prettyPrint(str,format);
2443 str += ")";
2444 }
2445};
2446#endif
2447
2448// tanh(P_numtype1) Hyperbolic tangent
2449template<class P_numtype1>
2450class _bz_tanh : public OneOperandApplicativeTemplatesBase {
2451public:
2452 typedef P_numtype1 T_numtype1;
2453 typedef double T_numtype;
2454
2455 static inline T_numtype apply(T_numtype1 x)
2456 { return BZ_MATHFN_SCOPE(tanh)((double)x); }
2457
2458 template<class T1>
2459 static void prettyPrint(string& str, prettyPrintFormat& format,
2460 const T1& a)
2461 {
2462 str += "tanh(";
2463 a.prettyPrint(str,format);
2464 str += ")";
2465 }
2466};
2467
2468// tanh(float)
2469template<>
2470class _bz_tanh<float> : public OneOperandApplicativeTemplatesBase {
2471public:
2472 typedef float T_numtype1;
2473 typedef float T_numtype;
2474
2475 static inline T_numtype apply(T_numtype1 x)
2476 { return BZ_MATHFN_SCOPE(tanh)((float)x); }
2477
2478 template<class T1>
2479 static void prettyPrint(string& str, prettyPrintFormat& format,
2480 const T1& a)
2481 {
2482 str += "tanh(";
2483 a.prettyPrint(str,format);
2484 str += ")";
2485 }
2486};
2487
2488// tanh(long double)
2489template<>
2490class _bz_tanh<long double> : public OneOperandApplicativeTemplatesBase {
2491public:
2492 typedef long double T_numtype1;
2493 typedef long double T_numtype;
2494
2495 static inline T_numtype apply(T_numtype1 x)
2496 { return BZ_MATHFN_SCOPE(tanh)((long double)x); }
2497
2498 template<class T1>
2499 static void prettyPrint(string& str, prettyPrintFormat& format,
2500 const T1& a)
2501 {
2502 str += "tanh(";
2503 a.prettyPrint(str,format);
2504 str += ")";
2505 }
2506};
2507
2508// tanh(complex<float> )
2509#ifdef BZ_HAVE_COMPLEX_MATH1
2510template<>
2511class _bz_tanh<complex<float> > : public OneOperandApplicativeTemplatesBase {
2512public:
2513 typedef complex<float> T_numtype1;
2514 typedef complex<float> T_numtype;
2515
2516 static inline T_numtype apply(T_numtype1 x)
2517 { return BZ_CMATHFN_SCOPE(tanh)((complex<float> )x); }
2518
2519 template<class T1>
2520 static void prettyPrint(string& str, prettyPrintFormat& format,
2521 const T1& a)
2522 {
2523 str += "tanh(";
2524 a.prettyPrint(str,format);
2525 str += ")";
2526 }
2527};
2528#endif
2529
2530// tanh(complex<double> )
2531#ifdef BZ_HAVE_COMPLEX_MATH1
2532template<>
2533class _bz_tanh<complex<double> > : public OneOperandApplicativeTemplatesBase {
2534public:
2535 typedef complex<double> T_numtype1;
2536 typedef complex<double> T_numtype;
2537
2538 static inline T_numtype apply(T_numtype1 x)
2539 { return BZ_CMATHFN_SCOPE(tanh)((complex<double> )x); }
2540
2541 template<class T1>
2542 static void prettyPrint(string& str, prettyPrintFormat& format,
2543 const T1& a)
2544 {
2545 str += "tanh(";
2546 a.prettyPrint(str,format);
2547 str += ")";
2548 }
2549};
2550#endif
2551
2552// tanh(complex<long double> )
2553#ifdef BZ_HAVE_COMPLEX_MATH1
2554template<>
2555class _bz_tanh<complex<long double> > : public OneOperandApplicativeTemplatesBase {
2556public:
2557 typedef complex<long double> T_numtype1;
2558 typedef complex<long double> T_numtype;
2559
2560 static inline T_numtype apply(T_numtype1 x)
2561 { return BZ_CMATHFN_SCOPE(tanh)((complex<long double> )x); }
2562
2563 template<class T1>
2564 static void prettyPrint(string& str, prettyPrintFormat& format,
2565 const T1& a)
2566 {
2567 str += "tanh(";
2568 a.prettyPrint(str,format);
2569 str += ")";
2570 }
2571};
2572#endif
2573
2574// trunc(P_numtype1) Nearest floating integer in the direction of zero
2575#ifdef BZ_HAVE_IEEE_MATH
2576template<class P_numtype1>
2577class _bz_trunc : public OneOperandApplicativeTemplatesBase {
2578public:
2579 typedef P_numtype1 T_numtype1;
2580 typedef double T_numtype;
2581
2582 static inline T_numtype apply(T_numtype1 x)
2583 { return BZ_MATHFN_SCOPE(trunc)((double)x); }
2584
2585 template<class T1>
2586 static void prettyPrint(string& str, prettyPrintFormat& format,
2587 const T1& a)
2588 {
2589 str += "trunc(";
2590 a.prettyPrint(str,format);
2591 str += ")";
2592 }
2593};
2594#endif
2595
2596// uitrunc(P_numtype1) Truncate and convert to unsigned
2597#ifdef BZ_HAVE_SYSTEM_V_MATH
2598template<class P_numtype1>
2599class _bz_uitrunc : public OneOperandApplicativeTemplatesBase {
2600public:
2601 typedef P_numtype1 T_numtype1;
2602 typedef unsigned T_numtype;
2603
2604 static inline T_numtype apply(T_numtype1 x)
2605 { return BZ_MATHFN_SCOPE(uitrunc)((unsigned)x); }
2606
2607 template<class T1>
2608 static void prettyPrint(string& str, prettyPrintFormat& format,
2609 const T1& a)
2610 {
2611 str += "uitrunc(";
2612 a.prettyPrint(str,format);
2613 str += ")";
2614 }
2615};
2616#endif
2617
2618// unordered(P_numtype1, P_numtype2) True if a comparison of x and y would be unordered
2619#ifdef BZ_HAVE_SYSTEM_V_MATH
2620template<class P_numtype1, class P_numtype2>
2621class _bz_unordered : public TwoOperandApplicativeTemplatesBase {
2622public:
2623 typedef P_numtype1 T_numtype1;
2624 typedef P_numtype2 T_numtype2;
2625 typedef int T_numtype;
2626
2627 static inline T_numtype apply(T_numtype1 x, T_numtype2 y)
2628 { return BZ_MATHFN_SCOPE(unordered)(x,y); }
2629};
2630#endif
2631
2632// y0(P_numtype1) Bessel function of the second kind, order zero
2633#ifdef BZ_HAVE_IEEE_MATH
2634template<class P_numtype1>
2635class _bz_y0 : public OneOperandApplicativeTemplatesBase {
2636public:
2637 typedef P_numtype1 T_numtype1;
2638 typedef double T_numtype;
2639
2640 static inline T_numtype apply(T_numtype1 x)
2641 { return BZ_MATHFN_SCOPE(y0)((double)x); }
2642
2643 template<class T1>
2644 static void prettyPrint(string& str, prettyPrintFormat& format,
2645 const T1& a)
2646 {
2647 str += "y0(";
2648 a.prettyPrint(str,format);
2649 str += ")";
2650 }
2651};
2652#endif
2653
2654// y1(P_numtype1) Bessel function of the second kind, order one
2655#ifdef BZ_HAVE_IEEE_MATH
2656template<class P_numtype1>
2657class _bz_y1 : public OneOperandApplicativeTemplatesBase {
2658public:
2659 typedef P_numtype1 T_numtype1;
2660 typedef double T_numtype;
2661
2662 static inline T_numtype apply(T_numtype1 x)
2663 { return BZ_MATHFN_SCOPE(y1)((double)x); }
2664
2665 template<class T1>
2666 static void prettyPrint(string& str, prettyPrintFormat& format,
2667 const T1& a)
2668 {
2669 str += "y1(";
2670 a.prettyPrint(str,format);
2671 str += ")";
2672 }
2673};
2674#endif
2675
2676
2677
2678BZ_NAMESPACE_END
2679
2680#endif // BZ_MATHFUNC_H
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