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/212791/15149538
vtb9_4
function [x,xd]=VTB9_4(n,dt,x0,xd0,a,b,c,u)
%VTB9_4 Solves the forced multiples degree of freedom system
% using Euler's method.
% x=VTB9_4(n,dt,x0,a,u) Solves the system given the initial state
www.eeworm.com/read/335289/12541047
cpp queenchess.cpp
// QueenChess类的定义
#include"queenchess.h"
// 构造函数，将棋盘初始化
QueenChess::QueenChess()
{
solves = 0;
int i = 0;
for (; i < 8; ++i)
chessState[i] = "--------";
}
// 输出成功的棋盘
void QueenCh
www.eeworm.com/read/417661/10981143
m dspca.m
function [U,X,x,F,k,dualitygap,cputime,perceigs]=DSPCA(A,rho,gapchange,maxiter,info,algo)
% Wrapper function for sparse_rank_one_mex
% DSPCA finds a sparse rank-one approximation to
% a given symm
www.eeworm.com/read/212797/6962572
m vtb1_4.m
function [x,xd]=vtb1_4(n,dt,x0,xd0,a,b,c,u)
%VTB1_4 Solves the forced multiples degree of freedom system using Euler's
% method.
% x=VTB1_4(n,dt,x0,a,u) Solves the system given the initial stat
www.eeworm.com/read/272224/7096355
m vtb1_4.m
function [x,xd]=VTB1_4(n,dt,x0,xd0,a,b,c,u)
%VTB1_4 Solves the forced multiples degree of freedom system using Euler's
% method.
% x=VTB1_4(n,dt,x0,a,u) Solves the system given the initial stat
www.eeworm.com/read/145329/12735870
m vtb1_4.m
function [x,xd]=VTB1_4(n,dt,x0,xd0,a,b,c,u)
%VTB1_4 Solves the forced multiples degree of freedom system using Euler's
% method.
% x=VTB1_4(n,dt,x0,a,u) Solves the system given the initial stat
www.eeworm.com/read/326598/13132080
h eigtequeen.h
#include
#include
#include
using namespace std;
class QueenChess
{
public:
QueenChess(); // 构造函数
void Solve();
// 求解八皇后问题，并给出放置成功的棋盘
privat
www.eeworm.com/read/212794/15149158
m vtb1_4.m
function [x,xd]=VTB1_4(n,dt,x0,xd0,a,b,c,u)
%VTB1_4 Solves the forced multiples degree of freedom system using Euler's
% method.
% x=VTB1_4(n,dt,x0,a,u) Solves the system given the initial stat
www.eeworm.com/read/393976/8252728
m vtb1_4.m
function [x,xd]=VTB1_4(n,dt,x0,xd0,a,b,c,u)
%VTB1_4 Solves the forced multiples degree of freedom system using Euler's
% method.
% x=VTB1_4(n,dt,x0,a,u) Solves the system given the initial stat
www.eeworm.com/read/427511/8938471
m bslashtx.m
function x = bslashtx(A,b)
% BSLASHTX Solve linear system (backslash)
% x = bslashtx(A,b) solves A*x = b
[n,n] = size(A);
if isequal(triu(A,1),zeros(n,n))
% Lower triangular
x = forward