Что у тебя в буфере обмена?

[Hollander]

Предлагаю такую темку. Только честно. Делаем Ctrl+V и постим сообщение. Просто интересно, что у кого в буфере храниться.

[LeBron]

lti-source Multi-sink Maximum Flow Problem

Fig. 4.1.1. Transformation of a multi-source multi-sink maximum flow problem into a single-source single-sink maximum flow problem.Given a network N = (V,E) with a set of sources S = {s1, ..., sn} and a set of sinks T = {t1, ..., tm} instead of only one source and one sink, we are to find the maximum flow across N. We can transform the multi-source multi-sink problem into a maximum flow problem by adding a super source connecting to each vertex in S and a super sink connected by each vertex in T with infinite capacity on each edge (See Fig. 4.1.1.).

[edit] Minimum Path Cover in Directed Acyclic Graph
Given a directed acyclic graph G = (V, E), we are to find the minimum number of paths to cover each vertex in V. We can construct a bipartite graph G' = (Vout?Vin, E' ) from G, where

1.Vout = {v?V: v has positive out-degree}.
2.Vin = {v?V: v has positive in-degree}.
3.E' = {(u,v)?(Vout,Vin): (u,v)?E}.
Then it can be shown that G' has a matching of size m if and only if there exists n-m paths that cover each vertex in G, where n is the number of vertices in G. Therefore, the problem can be solved by finding the maximum cardinality matching in G' instead

[raxp]

workingline.ru
...с темы

[mv28jam]

<br><br>
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[pproger]

b && b->isChecked()

хе, неопределенное поведение кстати))

[ROD]

хм... а у меня ничего не оказалось

[Blade]

http://www.codenet.ru/progr/cpp/spru/memcpy.php

тоже для какой-то темы =)

[Juffin]

271158966785

[m0nax]

Console.WriteLine(

[Levsha100]

ASUS, Logitech

Указывал при регистрации безперебойника.