代码搜索:Matrices

找到约 3,616 项符合「Matrices」的源代码

代码结果 3,616
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c ldmsyminv.c

ldmsyminv(M1,M2,pdet,n,flag) /* this routine appears to give the inverse for non symmetric matrices */ /* produces the inverse of the symmetric matrix M1 in M2 */ /* M2 can =M1, M1 is destroyed unless
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c ldmsyminv.c

ldmsyminv(M1,M2,pdet,n,flag) /* this routine appears to give the inverse for non symmetric matrices */ /* produces the inverse of the symmetric matrix M1 in M2 */ /* M2 can =M1, M1 is destroyed unless
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m adx2rhx.m

function rhx = adx2rhx(N,m,adx,bdx) %For two N x m matrices adx,bdx fast computation of % rhx = sparse([],[],[],N^2,m) % for i=1:m % rhx(:,i) = reshape ( adx(:,i) * bdx(:,i).' , N^2,1 ) % e
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ado kalarma1.ado

*! version 6.5.0 21sep2004 program define kalarma1 version 8 args F v1 Q Ap H XI R w colon bARMA sigma2 /* all but bARMA and sigma2 are just names for matrices, See note at
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m ex5_3.m

% Example 5-3: Decision algorithm: Which one of two % non-square input signal matrices (X1 or X2) has been % transmitted over 2-by-3 MIMO channel? clear all K = 4; % Number of time samples (I/O ob
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m dsbus_dv.m

function [dSbus_dVm, dSbus_dVa] = dSbus_dV(Ybus, V) %DSBUS_DV Computes partial derivatives of power injection w.r.t. voltage. % [dSbus_dVm, dSbus_dVa] = dSbus_dV(Ybus, V) returns two matrices co
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m dsbus_dv.m

function [dSbus_dVm, dSbus_dVa] = dSbus_dV(Ybus, V) %DSBUS_DV Computes partial derivatives of power injection w.r.t. voltage. % [dSbus_dVm, dSbus_dVa] = dSbus_dV(Ybus, V) returns two matrices cont
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m ex5_3.m

% Example 5-3: Decision algorithm: Which one of two % non-square input signal matrices (X1 or X2) has been % transmitted over 2-by-3 MIMO channel? clear all K = 4; % Number of time samples (I/O ob
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m ex5_3.m

% Example 5-3: Decision algorithm: Which one of two % non-square input signal matrices (X1 or X2) has been % transmitted over 2-by-3 MIMO channel? clear all K = 4; % Number of time samples (I/O ob
www.eeworm.com/read/372034/9524236

asv gethifrom7params.asv

function [H0, H1] = GetHiFrom7Params(Vector); % GETHIFROM7PARAMS Return the projective transformation matrices(prewarping transforms) % from the 7 parameters: [f(x1), f(x2), ..., f(xn)],通过7个参数计算