代码搜索:JMAT

找到约 19 项符合「JMAT」的源代码

代码结果 19
www.eeworm.com/read/128483/14293843

m distributed.m

% Jitterbug example: distributed.m % ================================ % Calculate the performance of a distributed control system with % delays/jitter scenario = 1; % 1 = constant delay, 2 = random
www.eeworm.com/read/292863/8328513

c innerprod.c

/* RES = innerProd(MAT); Computes mat'*mat Odelia Schwartz, 8/97. */ #define V4_COMPAT #include #include #include #include #include
www.eeworm.com/read/292863/8328599

c innerprod.c

/* RES = innerProd(MAT); Computes mat'*mat Odelia Schwartz, 8/97. */ #define V4_COMPAT #include #include #include #include #include
www.eeworm.com/read/324048/13293253

m makeddfilter.m

function Filt = MakeDDFilter(D) % MakeDDFilter -- Filter for interpolating (Deslauriers-Dubuc) Refinement % Usage % Filt = MakeDDFilter(D) % Inputs % D Degree of polynomial for in
www.eeworm.com/read/324048/13293255

m makeaibdryfilter.m

function EdgeFilt = MakeAIBdryFilter(D) % MakeAIBdryFilter -- Edge filters for Average-Interpolating Wavelets % Usage % EdgeFilt = MakeAIBdryFilter(D) % Inputs % D Degree of polyn
www.eeworm.com/read/201202/15413478

sci makeaibdryfilter.sci

function EdgeFilt = MakeAIBdryFilter(D) // MakeAIBdryFilter -- Edge filters for Average-Interpolating Wavelets // Usage // EdgeFilt = MakeAIBdryFilter(D) // Inputs // D Degree of
www.eeworm.com/read/201202/15413482

sci makeddfilter.sci

function Filt = MakeDDFilter(D) // MakeDDFilter -- Filter for interpolating (Deslauriers-Dubuc) Refinement // Usage // Filt = MakeDDFilter(D) // Inputs // D Degree of polynomial f
www.eeworm.com/read/324048/13293239

m makeaifilter.m

function Filt = MakeAIFilter(D) % MakeAIFilter -- Filters for Average-Interpolating Wavelets % Usage % Filt = MakeAIFilter(D) % Inputs % D Degree of polynomial for average-interp
www.eeworm.com/read/201202/15413602

sci makeaifilter.sci

function Filt = MakeAIFilter(D) // MakeAIFilter -- Filters for Average-Interpolating Wavelets // Usage // Filt = MakeAIFilter(D) // Inputs // D Degree of polynomial for average-i