代码搜索:while

找到约 10,000 项符合「while」的源代码

代码结果 10,000
www.eeworm.com/read/234679/14100530

c 12maxn.c

#include "math.h" void maxn(x,n,eps,k,js,ff) int n,k,js[]; double eps,x[],(*ff)(); { int i,j,m,l,jt,il; double y[10],b[10],p,z,t,h1,h2,f,dx; js[0]=0; jt=1; h2=0.0; while
www.eeworm.com/read/234679/14100532

c 12max1.c

#include "math.h" void max1(x,eps,k,js,f) void (*f)(); int k,js[2]; double eps,x[2]; { int i,j,m,jt; double xx,h1,h2,dx,y[10],b[10],z[2]; js[0]=0; jt=1; h2=0.0; whil
www.eeworm.com/read/234679/14101017

c 15cqck.c

#include "15cbub.c" void cqck(p,n) int n; char p[]; { int m,i0,*i; char *s; void csplit(); i=&i0; if (n>10) { csplit(p,n,i); m=i0; cqck(p,m
www.eeworm.com/read/234679/14101030

c 15ihap.c

void ihap(p,n) int n,p[]; { int i,mm,t; void isift(); mm=n/2; for (i=mm-1; i>=0; i--) isift(p,i,n-1); for (i=n-1; i>=1; i--) { t=p[0]; p[0]=p[i]; p[i]=t;
www.eeworm.com/read/234679/14101069

c 15rhap.c

void rhap(p,n) int n; double p[]; { int i,mm; double t; void rsift(); mm=n/2; for (i=mm-1; i>=0; i--) rsift(p,i,n-1); for (i=n-1; i>=1; i--) { t=p[0
www.eeworm.com/read/234679/14101085

c 15iqck.c

#include "15ibub.c" void iqck(p,n) int n,p[]; { int m,i0,*i,s0,*s; void isplit(); i=&i0; if (n>10) { isplit(p,n,i); m=i0; iqck(p,m); s=p+(i0+1);
www.eeworm.com/read/234679/14101087

c 15rqck.c

#include "15rbub.c" void rqck(p,n) int n; double p[]; { int m,i0,*i; double *s; void rsplit(); i=&i0; if (n>10) { rsplit(p,n,i); m=i0; rqck
www.eeworm.com/read/234679/14101090

c 15chap.c

void chap(p,n) int n; char p[]; { int i,mm; char t; void csift(); mm=n/2; for (i=mm-1; i>=0; i--) csift(p,i,n-1); for (i=n-1; i>=1; i--) { t=p[0]; p
www.eeworm.com/read/234679/14101092

c 15hqck.c

#include "15hbub.c" void hqck(p,n,k,m) int n,k,m; char *p[]; { int i0,*i; void hsplit(); i=&i0; if (kn-1) m=n-1; if (m-k>10) { hsplit(p,k
www.eeworm.com/read/234666/14102119

m instfreq.m

function [fnormhat,t]=instfreq(x,t,L,trace); %INSTFREQ Instantaneous frequency estimation. % [FNORMHAT,T]=INSTFREQ(X,T,L,TRACE) computes the instantaneous % frequency of the analytic signal X at time