代码搜索:Problem

找到约 10,000 项符合「Problem」的源代码

代码结果 10,000
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java bottom.java

// Problem The Bottom of a Graph // Algorithm Strongly Connected Components, Topological Sort, DFS // Runtime O(|V|+|E|) // Author Walter Guttmann // Date 26.04.2003 import java.io.*; imp
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txt genetic.hs.txt

-- Problem Genetic Code -- Algorithm Constructive -- Runtime O(n) -- Author Walter Guttmann -- Date 12.03.2003 main :: IO () main = do input
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pas assist.pas

(* Problem Assistance Required ** Algorithm Precalculation ** Runtime O(n*l[n]) ** Author Walter Guttmann ** Date 16.07.2000 *) program assist; const maxl: Longint = 33810; var f: Text;
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txt fractran.hs.txt

-- Problem Fractran -- Algorithm Simulation -- Runtime O(n) -- Author Walter Guttmann -- Date 2003.09.12 import List; import Maybe; main :: IO () main = do input
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txt encoding.cc.txt

// Problem Run Length Encoding // Algorithm Straight-Forward // Runtime O(n) // Author Walter Guttmann // Date 2003.12.07 #include #include #include using n
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txt boole.cc.txt

// Problem Boolean Logic // Algorithm Parser, Brute-Force // Runtime O(2^n) // Author Walter Guttmann // Date 13.07.2003 #include #include #include #include
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txt heap.cc.txt

// Problem Binary Search Heap Construction // Algorithm Order-Statistic Trees // Runtime O(n*log(n)) // Author Walter Guttmann // Date 2004.04.08 #include #include #in
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java ambiguous.java

// Problem Ambiguous Permutations // Algorithm straight-forward // Runtime O(n) // Author Adrian Kuegel // Date 2005.06.14 import java.io.*; public class ambiguous { public sta
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txt perfect ogl flashhack.txt

This one checks for fullscreen of color white before it removes it if its not fullscreen the white color it detects then it dosen't remove it, this does so you won't have the problem of not being able
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pl fig4_11.pl

% Figure 4.11 Program 3 for the eight queens problem. % solution( Ylist) if % Ylist is a list of Y-coordinates of eight non-attacking queens solution( Ylist) :- sol( Ylist,