代码搜索:Gau 有哪些应用?

找到约 10,000 项符合「Gau 有哪些应用?」的源代码

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www.eeworm.com/read/202248/15388035

txt [问题]请问报考要哪些证明?.txt

From: [精 选 集].bbs@bupt.org To: caozihua.bbs@bupt.org Subject: [问题]请问报考要哪些证明? Date: Mon, 28 Feb 2005 12:04:31 +0800 (CST) Status: RO 作者: westgua (西瓜) 站内: KaoYan 标题: [问题]请问报考要哪些证明? 时间: Wed Jul
www.eeworm.com/read/350727/10716134

mht s3c44b0x有哪些可用的i-o口.mht

From: Subject: =?gb2312?B?UzNDNDRCMFjT0MTE0Km/ydPDtcRJL0+/2g==?= Date: Fri, 15 Aug 2008 16:28:29 +0800 MIME-Version: 1.0 Content-Type: multipart/related; type=
www.eeworm.com/read/161839/10366106

asv turbo3gpp.asv

x=[-0.2163 -0.8328 0.0627 0.1438 -0.5732 0.5955 0.5946 -0.0188]+1;%u=0,sigma=0.5,gauss% y=[0.5334 0.0296 -0.0478 -0.4162 0.1472 -0.6681 0.3572 0.8118]+1;%u=0,sigma
www.eeworm.com/read/161839/10366140

m turbo3gpp.m

x=[-0.2163 -0.8328 0.0627 0.1438 -0.5732 0.5955 0.5946 -0.0188]+1;%u=0,sigma=0.5,gauss% y=[0.5334 0.0296 -0.0478 -0.4162 0.1472 -0.6681 0.3572 0.8118]+1;%u=0,sigma
www.eeworm.com/read/407515/11417961

m 3.1.m

b=[1;1]; for p=1:17 A=[0.1^p 1;2 -3]; x=Gau(a,b); x1=[4/(2+3*0.1^p) (2-0.1^p)/(2+3*0.1^p)]; normax(p)=max(sum(abs(A'))) e(p)=norm(x1-x) r(p)=norm(a*x'-b) g(p)=max(abs(A(1,1)),abs(A(1,2)),abs
www.eeworm.com/read/192685/8366663

txt 如何用编程的方法实现在服务器上知道有哪些用户已登录.txt

使 用 NET_API_STATUS NetUserEnum( LPCWSTR servername, DWORD level, DWORD filter, LPBYTE *bufptr, DWORD prefmaxlen, LPDWORD entriesread, LPDWORD totalentr
www.eeworm.com/read/242302/13080985

txt 如何用编程的方法实现在服务器上知道有哪些用户已登录.txt

使 用 NET_API_STATUS NetUserEnum( LPCWSTR servername, DWORD level, DWORD filter, LPBYTE *bufptr, DWORD prefmaxlen, LPDWORD entriesread, LPDWORD totalentr
www.eeworm.com/read/114100/15113249

txt 如何用编程的方法实现在服务器上知道有哪些用户已登录.txt

使 用 NET_API_STATUS NetUserEnum( LPCWSTR servername, DWORD level, DWORD filter, LPBYTE *bufptr, DWORD prefmaxlen, LPDWORD entriesread, LPDWORD totalentr
www.eeworm.com/read/387009/8712260

h mcmc.h

struct State { Doub lam1, lam2; Doub tc; Int k1, k2; Doub plog; State(Doub la1, Doub la2, Doub t, Int kk1, Int kk2) : lam1(la1), lam2(la2), tc(t), k1(kk1), k2(kk2) {} State() {}; };