Revisited

Revisited （逆向思维最短路）

C- TheToll!RevisitedTimeLimit:3000MS     MemoryLimit:0KB     64bitIOFormat:%lld&%lluSubmit StatusDescriptionProblemGToll!RevisitedInput: StandardInputOutput: StandardOutputTimeLimit: 1Second Sindbadth
u014569598·2014-07-20 08:00

[置顶] Bayesian Face Revisited: A Joint Formulation 算法流程图

前段时间，一直在看论文、写代码，总算把BayesianFaceRevisited:AJointFormulation这篇论文里的算法用matlab实现了，现将JointBayesianFaceVerification算法的流程图重新梳理下:JointBayesianFaceVerification
HQBUPT·2014-07-14 12:00

Revisited 最短路

Toll!RevisitedInput:StandardInputOutput:StandardOutputTimeLimit:1Second SindbadtheSailorsold66silverspoonstotheSultanofSamarkand.Thesellingwasquiteeasy;butdeliveringwascomplicated.Theitemsweretranspor
u013368721·2014-07-01 18:00

Revisited

difkstra+路径输出TheToll!RevisitedTimeLimit: 3000MSMemoryLimit: Unknown64bitIOFormat: %lld&%llu[Submit]  [GoBack]  [Status]  DescriptionProblemGToll!RevisitedInput: StandardInputOutput: StandardOutputTime
u012797220·2014-07-01 17:00

Revisited （逆向思维+最短路+输出字典序最小路径）

ProblemGToll!RevisitedInput: StandardInputOutput: StandardOutputTimeLimit: 1Second SindbadtheSailorsold 66 silverspoonstotheSultanofSamarkand.Thesellingwasquiteeasy;butdeliveringwascomplicated.Theitem
u010228612·2014-06-29 20:00

Exception Revisited

1.ExceptionandControlFlowEJ57:Useexceptionsonlyforexceptionalconditions. exceptionsare,astheirnameimplies,tobeusedonlyforexceptionalconditions;theyshouldneverbeusedforordinarycontrolflow.So,mynextrele
Derek_Zhang_·2014-06-08 16:00

架构：Eventually Consistent - Revisited

原文地址：http://i.cnblogs.com/EditPosts.aspx?opt=1。   I wrote a first version of this posting on consistency models about a year ago, but I was never happy with it as it was written in ha
·2014-05-12 13:00

Revisited(优先队列优化dijstra及变形)

Revisited大致题意：有两种节点，一种是大写字母，一种是小写字母。首先输入m条边，当经过小写字母时需要付一单位的过路费，当经过大写字母时，要付当前财务的1/20做过路费。
u013081425·2014-05-05 00:00

Knuth & Plass line-breaking Revisited

http://defoe.sourceforge.net/folio/knuth-plass.htmlhttp://www.leverkruid.eu/GKPLinebreaking/elements.html#d0e330ParagraphsmeanKnuthandPlass,andtheline-breakingalgorithmimplementedinTEX.The FOP guyshav
maimang1001·2014-04-09 21:00

最终一致性

英文原文：EventuallyConsistent,Revisited在世界范围构建可靠的分布式系统往往要求在一致性和可用性之间进行权衡。
resouer·2013-12-17 22:00

重新审视libvirt-ovs配置vlan问题

原文：http://blog.scottlowe.org/2012/11/12/libvirt-ovs-integration-revisited/Afewdaysago,Ipostedanarticleabout
lianliange85·2013-09-26 09:00

ZOJ-2338 The Towers of Hanoi Revisited 输出汉诺塔的最优解移动过程

题意：给定N（1<= N <=64）个盘子和M（4<= M <= 65）根柱子，问把N个盘子从1号柱子移动到M号柱子所需要的最少步数，并且输出移动过程。 分析：设f[i][j]表示将i个盘通过j个柱子从第一根柱子移动到最后一根柱子所需要的最少次数，f[i][j]的得到的最优移动方案是先将最小的path[i][j]个盘移动到某一根柱子上，然后通过一个dfs输出移动次序。
·2013-09-04 22:00

Revisited（最短路变形）

从s到t，每次经过一个村庄要缴纳1个单位的货物，经过一个城镇时，每20个货物就要缴纳一个，求字典序最小的最少花费路径。用最短路的思想来解。从终点跑最短路，对于边的边权值，如果u是村庄，边权自然是1，当u是城镇时，边权是min{key|key-(key+19)/20=d[u]}。求出最短路后，从起始点dfs，每次沿着满足最距离且字典序最小的边走就OK了~#include #include #incl
diary_yang·2013-08-08 16:00

SGU 202 The Towers of Hanoi Revisited (DP+递归)

转载请注明出处，谢谢http://blog.csdn.net/ACM_cxlove?viewmode=contents   by---cxlove题意：n个圆盘，m个柱子的汉诺塔输出步骤。http://acm.sgu.ru/problem.php?contest=0&problem=202经典的递归问题，见具体数学第一章先DP求出最短步骤，并记录路径。然后递归输出。importjava.util.
ACM_cxlove·2013-07-22 16:00

scala - For Expressions Revisited

FirstwewillintroducetheForexpressions,andwewillshowthatforexpressionisactuallyistranslatedtothehigher-orderfunctions,theyare:map,flatMap,andfilterproviderapowerfulconstructiontodealwithlists. forexpre
joe.bq.wang·2013-07-07 10:00

SPRING MVC3.2案例讲解--SPRING MVC3的各种URL映射(1)

本章节内容讲解的代码内容如图： SIMPLE标签页对应的代码如下：Simple GET/simple GET/simple/revisited $("a.textLink").click(function
json20080301·2013-05-16 16:00

机器学习 cs229学习笔记3 (EM alogrithm,Mixture of Gaussians revisited & Factor analysis )

(allisbasedonthestanford'sopen-coursecs229lecture13)接上次笔记机器学习cs229学习笔记2(k-means,EM&MixtureofGaussians)如何确定EM算法converge呢？当然是比较前后两次迭代的似然函数的大小，如果相差极小，则可以证明算法已经converge了假设一次迭代开始时的参数是θ(t)，迭代结束时的参数是θ(t+1)因为
Dark_Scope·2012-11-19 21:06

机器学习 cs229学习笔记3 (EM alogrithm,Mixture of Gaussians revisited & Factor analysis )

(allisbasedonthestanford'sopen-coursecs229lecture13)接上次笔记 机器学习cs229学习笔记2(k-means,EM&MixtureofGaussians)如何确定EM算法converge呢？当然是比较前后两次迭代的似然函数的大小，如果相差极小，则可以证明算法已经converge了假设一次迭代开始时的参数是θ(t)，迭代结束时的参数是θ(t+1)因
Dark_Scope·2012-11-19 21:00

iPhone Screen Capture Revisited

http://codethink.no-ip.org/wordpress/archives/673AwhilebackIpostedahandfulofsimple iOSutilities.Amongthemwasabasic ScreenCaptureViewimplementationthatwouldperiodicallyrenderthecontentsofitssubview(s)i
leonpengweicn·2012-09-30 22:00

鲍勃·迪伦音乐作品列表

1963TheTimesTheyArea-Changin'蜕变时节1964AnotherSideofBobDylan鲍勃·迪伦的另一面1964BringingItAllBackHome无数归还1965Highway61Revisited
不必在乎朕是谁·2012-09-09 18:00

FFTWater Revisited

对fft的水有了些新的理解。 傅立叶变换是讲时域空间域的东西变换到频域，反傅立叶变换则反之。dft是计算机这种没法处理连续信号，必须将连续信号离散化的产物。 水的波动（自然波动，也叫ambientwave）也属于有周期性信号，起码是有规律可循的。可以通过傅立叶变换来变换到频域来分析，或者在频域中作出一组参数，然后反傅立叶变换到时域&频域，得出水的波动方式。 tessendorf的fft的水就是这个
彭博·2012-03-09 14:00

C# 筆記：重訪委派－從 C# 1.0 到 2.0 到 3.0

http://huan-lin.blogspot.com/2009/01/delegate-revisited-csharp-1-to-2-to-3.html這篇文章主要是複習一下C#委派（delegate
rocky69·2012-02-22 12:00

C++ Revisited

C++RevisitedIhavelearndC++beforeandIknowC++.ButIcannotwriteanypieceofC++programwithoutcompiler'scomplaints.Itisthetimetore-visitit.ItakeitasanewlanguagethoughIknowsomehtingaboutit,thoughIamquitefamili
hitlion2008·2011-07-13 07:00

hibernate many-to-many revisited

hibernatemany-to-manyrevisited(转)转自：http://josephmarques.wordpress.com/2010/02/22/many-to-many-revisited
人在江湖·2011-02-17 01:00

memcached启动 安装

和passenger一起使用的问题，很重要http://info.michael-simons.eu/2009/03/23/phusion-passenger-and-memcache-client-revisited
·2011-02-09 20:00

YUI Based Lightbox - Revisited

引用YUIBasedLightbox–RevisitedPostedonAugust17,2007FiledUnderJavascript|104CommentsTableofContents:   *Step0:Dependencies   *Step1:Installation   *Step2:Createadatasource   *Step3:Createthecorresponding
yangkai·2010-09-09 11:00

Eventually Consistent

转载网址：http://www.allthingsdistributed.com/2008/12/eventually_consistent.html Eventually Consistent - Revisited
dingjun1·2010-03-30 11:00

基础概念辨析：重访数据抽象（On Understanding Data Abstraction, Revisited）

前段时间看到一篇文章：OnUnderstandingDataAbstraction,Revisited。
hoping·2010-01-09 13:00

Distributed 分布式: CAP etc

foundationdb.com/key-value-store/white-papers/the-cap-theoremhttp://robertgreiner.com/2014/08/cap-theorem-revisited
Wuaner·2009-05-21 18:00

Distributed 分布式: CAP etc

foundationdb.com/key-value-store/white-papers/the-cap-theoremhttp://robertgreiner.com/2014/08/cap-theorem-revisited
Wuaner·2009-05-21 18:00

Distributed 分布式: CAP etc

foundationdb.com/key-value-store/white-papers/the-cap-theoremhttp://robertgreiner.com/2014/08/cap-theorem-revisited
Wuaner·2009-05-21 18:00

Distributed 分布式: CAP etc

foundationdb.com/key-value-store/white-papers/the-cap-theoremhttp://robertgreiner.com/2014/08/cap-theorem-revisited
Wuaner·2009-05-21 18:00

Distributed 分布式: CAP etc

foundationdb.com/key-value-store/white-papers/the-cap-theoremhttp://robertgreiner.com/2014/08/cap-theorem-revisited
Wuaner·2009-05-21 18:00

一篇关于在PowerShell中编译c#的文章

Csharp类实现编译c#代码.http://blogs.msdn.com/brad_hughes/archive/2008/05/20/autodiscover-and-client-only-sites-revisited.aspx
PowerShell·2008-06-01 11:00

table针对列排序

来源于:http://www.frequency-decoder.com/demo/table-sort-revisited/ table排序代码: (function(){ fdTableSort
xinlingwuyu·2008-04-23 12:00

Memory Leakage in Internet Explorer - revisited（zz）

MemoryLeakageinInternetExplorer-revisitedByvolkan.ozcelik.Inthisarticle,wewillreviewJavaScriptmemoryleakagepatternsfromaslightlydifferentperspectiveandsupportitwithdiagramsandmemoryutilizationgraphs. 
heimuad·2007-09-13 15:00

Brideshead Revisited

        中译文叫《旧地重游》 Evelyn Waugh 的小说　 拍成电视剧《故园风雨后》         中文： http://danzhu.debagu<wbr></wbr>a.net/novels/bridesh
mochow·2007-06-27 16:00

[Programming Visual C++]Ex05c-CScrollView Revisited

1.MouseMovevoidCEx05cView::OnMouseMove(UINTnFlags,CPointpoint){   if(m_bCaptured){       CClientDCdc(this);       OnPrepareDC(&dc);       CRectrectOld(m_pointTopLeft,m_sizeEllipse);       dc.LPtoDP(re
·2005-07-27 16:00
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