source: Sophya/branches/Reza/Eval/JET/tjet.cc@ 2362

Last change on this file since 2362 was 2362, checked in by ansari, 22 years ago

Creation du module JET, Test / evaluation de Expressions Template

Reza 17 Avril 2003

File size: 3.8 KB
Line 
1#include "machdefs.h"
2
3#include <math.h>
4#include <iostream>
5#include <fstream>
6
7#include "tarrinit.h"
8#include "array.h"
9
10#include "pexceptions.h"
11#include "srandgen.h"
12
13#include "sophyainit.h"
14#include "ctimer.h"
15#include "timing.h"
16
17#include "smtx.h"
18
19//--------------------------------------------------------
20// Test d'expression template sur tableaux
21// Reza - Avril 2003
22//--------------------------------------------------------
23
24//------- Le code de smtx.cc
25
26#include "smtx.cc"
27
28//-------
29// ------------------------------------------------
30// programme de test template expressions
31// ------------------------------------------------
32
33int main(int narg, char* arg[])
34{
35
36 SophyaInit();
37 InitTim(); // Initializing the CPU timer
38
39 if (narg < 3) {
40 cout << "\n te/ TemplateExpression Test - missing arguments\n"
41 << " Usage: te NLoop NRow NCol \n" << endl;
42 return 1;
43 }
44 int N = 10;
45 int nrow = 2;
46 int ncol = 2;
47
48 N = atoi(arg[1]);
49
50 nrow = atoi(arg[2]);
51 ncol = atoi(arg[3]);
52
53 cout << " te/ TemplateExpression Test - NLoop = " << N
54 << " NRow=" << nrow << " NCol= " << ncol
55 << " Size=nr*nc= " << nrow*ncol << endl;
56
57 try {
58 cout << " ---- Verification operation ------ " << endl;
59 SimpleMatrix<int_4> mx1(4,6);
60 mx1 = 3;
61 mx1 *= 2;
62 cout << " mx1=3; mx1*=2; : " << endl;
63 cout << mx1 << endl;
64 SimpleMatrix<int_4> mx2(4,6);
65 mx2.Init(1,1);
66 SimpleMatrix<int_4> mx3(4,6), mx4;
67 mx3.Init(1000,100);
68 mx4 = mx3+mx2*2 ;
69 cout << " mx2, mx3, mx4=mx3+2mx2 " << endl;
70 cout << mx2 << endl << mx3 << endl << mx4 << endl;
71
72 int i,j,k;
73 SimpleMatrix<r_8> m1(nrow, ncol);
74 SimpleMatrix<r_8> m2(nrow, ncol);
75 SimpleMatrix<r_8> m3(nrow, ncol);
76 SimpleMatrix<r_8> m4(nrow, ncol);
77 SimpleMatrix<r_8> m5(nrow, ncol);
78 for(k=0; k<N; k++) {
79 double xxr = frand01();
80 double yyr = 2.*frand01();
81 for(i=0; i<nrow; i++)
82 for(j=0; j<ncol; j++) {
83 m1(i,j) = k*300+10.*i+j+xxr;
84 m2(i,j) = k*550+20.*i+2.*j+yyr;
85 m3(i,j) = k*860.+40.*i+7.*j+yyr*3.14;
86 }
87 }
88 PrtTim(" (1) Element access done ---");
89 // Calcul m1*c1 + m2*c2 + m3*c3;
90 for(k=0; k<N; k++) {
91 double c1 = frand01() + 1.2;
92 double c2 = frand01() + 3.5;
93 double c3 = frand01() + 6.7;
94 m5 = m1; m5.MulCst(c1);
95 m4 = m2; m4.MulCst(c2);
96 m5.AddElt(m4);
97 m4 = m3; m3.MulCst(c2);
98 m5.AddElt(m4);
99 }
100 PrtTim(" (2) Add/MulElt/Cst m1*c1 + m2*c2 + m3*c3 done ---");
101
102 for(k=0; k<N; k++) {
103 double c1 = frand01() + 1.2;
104 double c2 = frand01() + 3.5;
105 double c3 = frand01() + 6.7;
106 m5 = m1*c1+m2*c2+m3*c3;
107 }
108 PrtTim(" (3) JET: m1*c1 + m2*c2 + m3*c3 done ---");
109 // Calcul m1*c1 + m1*(m2+c2) + m2*c3;
110 for(k=0; k<N; k++) {
111 double c1 = frand01() + 1.2;
112 double c2 = frand01() + 3.5;
113 double c3 = frand01() + 6.7;
114 m3 = m1; m3.MulCst(c1);
115 m4 = m2; m4.AddCst(c2); m4.MulElt(m1);
116 m5 = m2; m5.MulCst(c3);
117 m5.AddElt(m3); m5.AddElt(m4);
118 }
119 PrtTim(" (4) Add/MulElt/Cst m1*c1 + m1*(m2+c2) + m2*c3 done ---");
120
121 for(k=0; k<N; k++) {
122 double c1 = frand01() + 1.2;
123 double c2 = frand01() + 3.5;
124 double c3 = frand01() + 6.7;
125 // m4 = SMExprAdd< r_8, SMExprMtx<r_8>, SMExprMtx<r_8> >( SMExprMtx<r_8>(m1), SMExprMtx<r_8> (m2) );
126 // Calcul m1*c1 + m1*(m2+c2) + m2*c3;
127 m5 = m1*c1 + m1*(m2+c2) + m2*c3;
128 }
129 PrtTim(" (5) JET: m5 = m1*c1 + m1*(m2+c2) + m2*c3 ---");
130 }
131 catch (PThrowable exc) {
132 cerr << " te/catched Exception " << exc.Msg() << endl;
133 }
134 catch (...) {
135 cerr << " te/catched unknown (...) exception " << endl;
136 }
137
138 cout << "\n --------------------------------------------------------" << endl;
139 PrtTim("--- End of te ---");
140 cout << " ---- END of te/TemplateExpression programme ------ " << endl;
141 return 0;
142}
143
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