代码搜索：modulus
找到约 3,028 项符合「modulus」的源代码
代码结果 3,028
www.eeworm.com/read/233522/4667710
hhh vcl_functional.hhh
@unary_function
@binary_function
@plus
@minus
@multiplies
@divides
@modulus
@negate
@equal_to
@not_equal_to
@greater
@less
@greater_equal
@less_equal
@logical_and
@logical_or
@logical_
www.eeworm.com/read/307266/3726122
cpp ipk_set.cpp
/*
Cocks ID-PKC scheme
Program to generate ID-PKC global and master keys
Set-up phase
After this program has run the file common.ipk contains
T
www.eeworm.com/read/307266/3726474
cpp ipk_set.cpp
/*
Cocks ID-PKC scheme
Program to generate ID-PKC global and master keys
Set-up phase
After this program has run the file common.ipk contains
T
www.eeworm.com/read/351636/3101868
hhh vcl_functional.hhh
@unary_function
@binary_function
@plus
@minus
@multiplies
@divides
@modulus
@negate
@equal_to
@not_equal_to
@greater
@less
@greater_equal
@less_equal
@logical_and
@logical_or
@logical_
www.eeworm.com/read/173479/9655854
m main.m
% % main
% the Finite element codes for strain and stress analysis.
% Copyright, Yingchun Zhang, 09/13/2006
% material parameter, modulus of elasticity E, Poisson's ratio NU,
E=210e6;
NU=0.3;
www.eeworm.com/read/413179/11163929
m input_file_64ele.m
% Input Data for Example 9.3 (64 element mesh)
% material properties
E = 30e6; % Young's modulus
ne = 0.3; % Poisson ratio
D = E/(1-ne^2) * [1 ne 0
www.eeworm.com/read/413179/11163931
m input_file_1ele.m
% Input Data for Example 9.3 (1 element)
% material properties
E = 30e6; % Young's modulus
ne = 0.3; % Poisson ratio
D = E/(1-ne^2) * [1 ne 0
n
www.eeworm.com/read/349903/10785936
cpp ibe_setx.cpp
/*
Boneh & Franklin's Identity Based Encryption y^2=x^3+x version
Set-up phase
After this program has run the file commonx.ibe contains
www.eeworm.com/read/325786/13185542
h libnn.h
/* Type definitions.
*/
typedef unsigned long NN_DIGIT;
typedef unsigned short NN_HALFDIGIT;
/* Constants.
Note: NN_MAXDIGITS is long enough to hold any RSA modulus, plus
one more d
www.eeworm.com/read/318176/13484310
cpp ibe_setx.cpp
/*
Boneh & Franklin's Identity Based Encryption y^2=x^3+x version
Set-up phase
After this program has run the file commonx.ibe contains