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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c babylon_graph.c

/* University of Ulm Programming Contest 1996 Problem B: The Tower of Babylon Implementation: Mark Dettinger Alternative Solution */ #include #define oo 1000000000 #define max(a,b
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c frogger3.c

/* Contest : Ulm Local Contest 1997 * Problem F : Frogger * Method : Variant of Prim's (or Dijkstra's) Algorithm * Complexity : O(n^2) * Author : Mark Dettinger * Date : June
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cc equidist.cc

// Problem Equidistance // Algorithm 3D-Geometry // Runtime O(n^2) // Author Walter Guttmann // Date 26.04.2000 #include #include #include ifstream in ("equidi
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cc bead.cc

// Problem Let it Bead // Algorithm Brute Force, Generating Group of Movements // Runtime O(c^s * s^2) // Author Walter Guttmann // Date 24.11.1999 #include #include
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cc code.cc

// Problem Code the Tree // Algorithm Recursive Descent Parser, Priority Queue, Adjacency Sets // Runtime O(n*log(n)) // Author Walter Guttmann // Date 09.05.2001 #include #incl
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cc fiber.cc

// Problem Fiber Network // Algorithm Floyd-Warshall, Transitive Hull, Bit Encoding // Runtime O(n^3) // Author Walter Guttmann // Date 10.05.2001 #include #include #in
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cc bound.cc

// Problem Bound Found // Algorithm Partial Sums, Sort, Two Pointers // Runtime O(n*log(n)) // Author Walter Guttmann // Date 16.10.1999 #include #include #include
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hs fractal.hs

-- Problem The Sierpinski Fractal -- Algorithm Recursion -- Runtime O(n^2) -- Author Walter Guttmann -- Date 27.12.2001 import List; main :: IO () main = do input
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hs grid.hs

-- Problem Paths on a Grid -- Algorithm Binomial Coefficients -- Runtime O(n) -- Author Walter Guttmann -- Date 26.12.2001 main :: IO () main = do input
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java fractal.java

// Problem The Sierpinski Fractal // Algorithm Recursion // Runtime O(n^2) // Author Walter Guttmann // Date 30.12.2001 import java.io.*; public class fractal { static void recurse (in