代码搜索：solves
找到约 1,488 项符合「solves」的源代码
代码结果 1,488
www.eeworm.com/read/287415/8687009
c psh2.c
/** prompting shell version 2
**
** Solves the `one-shot' problem of version 1
** Uses execvp(), but fork()s first so that the
** shell waits around to perform another command
** New probl
www.eeworm.com/read/386621/8735024
m lshape.m
function Lshape
% LSHAPE solves Poisson equation in a L-shaped domain with FEM with
% adaptive mesh refinement.
%
% L. Chen & C. Zhang 10-20-2006
%---------------------------------------------------
www.eeworm.com/read/386621/8735034
m lbig.m
function Lbig
% LBIG solves Poisson equation in a L-shaped domain with FEM with
% adaptive mesh refinement.
%
% L. Chen & C. Zhang 11-15-2006
%-------------------------------------------------------
www.eeworm.com/read/380481/9145612
c psh2.c
/** prompting shell version 2
**
** Solves the `one-shot' problem of version 1
** Uses execvp(), but fork()s first so that the
** shell waits around to perform another command
** New probl
www.eeworm.com/read/371255/9559214
m fitplane.m
% FITPLANE - solves coefficients of plane fitted to 3 or more points
%
% Usage: B = fitplane(XYZ)
%
% Where: XYZ - 3xNpts array of xyz coordinates to fit plane to.
% If Npts is g
www.eeworm.com/read/366144/9827757
m gmfem.m
function u = gmfem(brep, mesh, conduct, source, userdata);
% u = gmfem(brep, mesh {, conduct { , source { , userdata}}});
% This function solves the boundary value problem
% div (c grad u) = -f
%
www.eeworm.com/read/161189/10439871
m quadlin.m
%
% [x,lambda]=quadlin(Q,A,b)
%
% Solves the problem:
%
% min (1/2) x'*Q*x
% Ax=b
%
% where Q is assumped to be symmetric and PD, and the rows of A are
% linearly independent.
%
functio
www.eeworm.com/read/424063/10502655
m gflineq.m
function [x, vld] = gflineq(a, b, p)
%GFLINEQ Solves linear equations in GF(p).
% X = GFLINEQ(A, B) outputs the solution of linear equation
% A X = B in GF(2), where the elements in A
www.eeworm.com/read/455115/7377719
m fitplane.m
% FITPLANE - solves coefficients of plane fitted to 3 or more points
%
% Usage: B = fitplane(XYZ)
%
% Where: XYZ - 3xNpts array of xyz coordinates to fit plane to.
% If Npts is g
www.eeworm.com/read/453267/7423138
m lsvm.m
function [iter, optCond, time, w, gamma] = lsvm(A,D,nu,tol,maxIter,alpha, ...
perturb,normalize);
% LSVM Langrangian Support Vector Machine algorithm
% LSVM solves a support vector machine