代码搜索:Sign

找到约 10,000 项符合「Sign」的源代码

代码结果 10,000
www.eeworm.com/read/175562/9541316

m jieyasuo.m

function y=jieyasuo(x) %function y=lianghua(x) %要用 x=x/max(x); z=sign(x); x=abs(x); for i=1:length(x); if((x(i)>=0)&(x(i)=1/4&x(
www.eeworm.com/read/175562/9541317

m bianma.m

function f=bianma(y) %编码 t=length(y); f=zeros(t,8); z=sign(y); y=y*128; y=fix(y); y=abs(y); for i=1:length(y) for j=6:-1:0 f(i,8-j)=fix(y(i)/(2^j)); y(i)=mod(y(i),(2^j));
www.eeworm.com/read/175487/9544875

2 iso8859.2

# # $Id: iso8859.2,v 1.1.1.1 2005/09/21 21:40:40 mleisher Exp $ # # SAMPLE TTF2BDF MAPPING TABLE # # Mapping table from Unicode to ISO8859-2. Names are from the Unicode # Character Database on
www.eeworm.com/read/366666/9805507

cpp usaco_4_4_1_shuttle.cpp

/* PROB: shuttle LANG: C++ */ /* 这道题乍看之下是用搜索来解决,不过既要不超时不超空间,用能保证搜出来的是正确解,即按照字典序,需要很强大的搜索技巧,只少我是没搜出来。 参考了网上的方法,原来这道题主要是找规律来解决的。 看下面的三个数据的解: 3 (4) 3 5 6 4 2 1 3 5 7 6 4 2 3 5 4 (-1) 2 1 -2 - ...
www.eeworm.com/read/365698/9850745

m parabola.m

function root=Parabola(f,a,b,x,eps) if(nargin==4) eps=1.0e-4; end f1=subs(sym(f),findsym(sym(f)),a); f2=subs(sym(f),findsym(sym(f)),b); if(f1==0) root=a; end if(f2==0) root=b;
www.eeworm.com/read/364039/9923670

java fracknap.java

public class FracKnap { int Allweight = 100; int remainweight = Allweight; public static int[] FacKnap(int number,int Allweight) { int remainweight = Allweight; int[] value = {20
www.eeworm.com/read/168218/9932815

h curr2.h

#ifndef Currency_ #define Currency_ #include #include enum sign {plus, minus}; class Currency { public: // constructor Currency(sign s = plus, un
www.eeworm.com/read/168218/9933402

h curr2.h

#ifndef Currency_ #define Currency_ #include #include enum sign {plus, minus}; class Currency { public: // constructor Currency(sign s = plus, un
www.eeworm.com/read/363342/9958220

c 递归车厢.c

/**********递归题改为非递归题实例 车厢********/ #include #define MAX 4 int stack[MAX],p=-1; struct { int num; int sign; }train[MAX]; void sub() { int inc; if(p==MAX-
www.eeworm.com/read/362596/9989462

m rect.m

% rect.m % 实现一个单相不控的全桥整流器 function[sys,xo]=rect(t,x,u,flag,R1,C,R) % 由于不是离散系统,输出参数没有包括ts % 此外需要用户输入3个新的参数 % 交流母线电阻R1,直流滤波电容C,负载电阻R % 根据不控全桥整流电路的原理,列写微分方程 a1=-(1/R1+1/R)/C; a2=-1/R/C; b1=1