Pseudo-polynomial algorithmStochastic gamesZero-sum gamesWe consider two-person zero-sum stochastic mean payoff games with perfect information, or BWR-games, given by a digraph G = (V, E), with local rewards r : E -> Z, and three types of positions: black V-B, white V-W, and random...
如果一个NPC问题存在伪多项式时间算法,那么称其为Weakly NP-Complete。否则,称为Strongly NP-Complete. 很明显的一个例子是0-1背包问题,这一点经常容易引起别人的误解。其实0-1背包问题是一个NPC问题,你可以简单的把它规约到子集和问题,但是有人经常争辩说0-1 kanpsack问题存在Polynomial Algorithm,那么问题就在这...
如果一个NPC问题存在伪多项式时间算法,那么称其为Weakly NP-Complete。否则,称为Strongly NP-Complete. 很明显的一个例子是0-1背包问题,这一点经常容易引起别人的误解。其实0-1背包问题是一个NPC问题,你可以简单的把它规约到子集和问题,但是有人经常争辩说0-1 kanpsack问题存在Polynomial Algorithm,那么问题就在这...
In some of the applications, a faster pseudopolynomial time algorithm for the subset sum would imply faster polynomial time algorithms. The subset sum is a fundamental problem used as a standard example of a problem that can be solved in weakly polynomial time in many undergraduate algorithms and...
In this paper, we give aO(logcopt)-approximation algorithm for the point guard problem wherecoptis the optimal number of guards. Our algorithm runs in time polynomial inn, the number of walls of the art gallery and the spreadΔ, which is defined as the ratio between the longest and shortest...
4. A Pseudo-Polynomial Time Algorithm for Solving the Knapsack Problem in Polynomial Space [C] . Noriyuki Fujimoto International conference on combinatorial optimization and applications . 2016 机译:多项式空间中背包问题的伪多项式时间算法 5. Optimal routing in time-varying, stochastic networks: Alg...
The runtime will now (in the worst case) be 2T. I can double the amount of work the algorithm does just by adding one more bit! An algorithm runs inpseudopolynomial timeif the runtime is some polynomialin the numeric value of the input, rather than in the number of bits required to...
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网络伪多项式时间 网络释义 1. 伪多项式时间 项目评估与分析用语英语翻译(14) ... 虚拟多色射线和 pseudo polychromatic ray sum伪多项式时间pseudo polynomial time... www.zftrans.com|基于5个网页
In this section, we will discuss a method for pseudofactoring weighted graphs in polynomial time. To begin, we discuss current techniques for pseudofactoring unweighted graphs, and we then show that one of these techniques can also be applied to weighted graphs. Algorithm 1 is a generalized vers...