/*************************************************************************************************************************************/
/* */
/* T E S T D E L A F O N C T I O N ' fFCfamma_Euler_Gauss(...) ' : */
/* */
/* */
/* Author of '$xtKg/famma.11$K' : */
/* */
/* Jean-Francois COLONNA (LACTAMME, 19990610094707). */
/* */
/*************************************************************************************************************************************/
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* I N T E R F A C E ' listG ' : */
/* */
/* */
/* :Debut_listG: */
/* :Fin_listG: */
/* */
/*************************************************************************************************************************************/
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* D I R E C T I V E S S P E C I F I Q U E S D E C O M P I L A T I O N : */
/* */
/*************************************************************************************************************************************/
@define PRAGMA_CPP_____MODULE_NON_DERIVABLE
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* F I C H I E R S D ' I N C L U D E S : */
/* */
/*************************************************************************************************************************************/
#include INCLUDES_BASE
/* Introduit le 20061211160202... */
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* P A R A M E T R E S : */
/* */
/*************************************************************************************************************************************/
#define NOMBRE_DE_REPETITIONS \
SEIZE \
/* Nombre de nombre dont on va tester la fonction 'famma'. */
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* M A C R O S U T I L E S : */
/* */
/*************************************************************************************************************************************/
#define PRINT(x,y,approximation) \
Bblock \
DEFV(complexe,z); \
DEFV(complexe,famma); \
Cinitialisation(z,x,y); \
/* Calcul de z=x+iy. */ \
Cegal(famma,fFCfamma_Euler_Gauss(z,approximation)); \
/* Calcul de l'approximation 'approximation' de 'famma(z). */ \
CAL2(Prin5("famma(%g+%gi)=%g+%gi niveau=%d\n" \
,Reelle(z),Imaginaire(z) \
,Reelle(famma),Imaginaire(famma) \
,PINTE(approximation) \
) \
); \
Eblock
/*===================================================================================================================================*/
/*************************************************************************************************************************************/
/* */
/* T E S T D E L A F O N C T I O N ' fFCfamma_Euler_Gauss(...) ' : */
/* */
/*************************************************************************************************************************************/
BCommande(nombre_d_arguments,arguments)
/*-----------------------------------------------------------------------------------------------------------------------------------*/
Bblock
/*..............................................................................................................................*/
GET_ARGUMENTS_(nombre_d_arguments
,BLOC(VIDE;)
);
PRINT(-2.0,0.0,0);
PRINT(-1.0,0.0,0);
PRINT(0.0,0.0,0);
PRINT(+1.0,0.0,0);
PRINT(+2.0,0.0,0);
CAL2(Prin0("\n"));
PRINT(-2.0,0.0,1);
PRINT(-1.0,0.0,1);
PRINT(0.0,0.0,1);
PRINT(+1.0,0.0,1);
PRINT(+2.0,0.0,1);
CAL2(Prin0("\n"));
PRINT(-2.0,0.0,2);
PRINT(-1.0,0.0,2);
PRINT(0.0,0.0,2);
PRINT(+1.0,0.0,2);
PRINT(+2.0,0.0,2);
CAL2(Prin0("\n"));
PRINT(-2.5,0.0,1000000);
PRINT(-1.5,0.0,1000000);
PRINT(-0.5,0.0,1000000);
PRINT(+0.5,0.0,1000000);
PRINT(+1.5,0.0,1000000);
PRINT(+2.5,0.0,1000000);
CAL2(Prin0("\n"));
PRINT(-6.0,0.0,1000000);
PRINT(-5.0,0.0,1000000);
PRINT(-4.0,0.0,1000000);
PRINT(-3.0,0.0,1000000);
PRINT(-2.0,0.0,1000000);
PRINT(-1.0,0.0,1000000);
PRINT(0.0,0.0,1000000);
PRINT(+1.0,0.0,1000000);
PRINT(+2.0,0.0,1000000);
PRINT(+3.0,0.0,1000000);
PRINT(+4.0,0.0,1000000);
PRINT(+5.0,0.0,1000000);
PRINT(+6.0,0.0,1000000);
CAL2(Prin0("\n"));
PRINT(6.0,0.1,1000000);
CAL2(Prin0("\n"));
Repe(NOMBRE_DE_REPETITIONS)
Bblock
PRINT(4.0,0.0,GRO4(GRO16(GRO16(compteur_des_repetitions_du_Repe))));
Eblock
ERep
CAL2(Prin0("\n"));
RETU_Commande;
Eblock
ECommande