We show, in this paper, that if an agreeable condition is satisfied, then our problem can be solved by a pseudo-polynomial algorithm with time complexity bounded above by \\(O({n^2}{u_n}{U^2}),where U = {\\Sigma _i}^n{ = _1}{u_i}.\\)...
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 represent it. Our prime testing algorithm is a pseudopolynomial time algorithm, since it runs in time O(n4), but it's not a polynomia...
I was studying about pseudo polynomial complexity and I had some doubts. I've seen some topics around and many say that the execution time is related to the size of the input (number of bits to represent the input), I wanted to understand the difference between the knapsack problem and a...
Pseudo-polynomial algorithms for solving the Knapsack Problem with dependencies between items 来自 dx.doi.org 喜欢 0 阅读量: 1 作者:M Lalou,H Kheddouci 摘要: An Integer Linear Programming model for the handled problem.Dynamic programming algorithms for solving the problem.Considering dependencies ...
That is, for any such game with a few random nodes |V R | = O(1), a saddle point in pure stationary strategies can be found in time polynomial in |V W | + |V B |, the maximum absolute local reward R, and the common denominator of the transition probabilities....
A polynomial time primal network simplex algorithm for minimum cost flows Developing a polynomial time primal network simplex algorithm for the minimum cost flow problem has been a long standing open problem. In this paper, we de... JB Orlin - 《Mathematical Programming》 被引量: 286发表: 1997...
L. Adleman, Two theorems on random polynomial time, in 19th Annual Symposium on Foundations of Computer Science, Ann Arbor, Michigan, 16–18 October 1978, pp. 75–83, IEEE Press, New York. Google Scholar ACR97 A. Andreev, A. Clementi, J. Rolim Worst-case hardness suffices for derandomiz...
Another object proposed by JLS is that of pseudorandom unitaries (PRU). Similarly to PRP, these should allow to evaluate and invert a unitary given a seed of polynomially many random bits, while being computationally indistinguishable from a random Haar unitary given arbitrary polynomial time intera...
by the complexity of the devices that are required to describe their members. Having an algebraic structure associated to a language which determines whether the language lies in the class may do the job if we are able to test whether the structure satisfies certain identities. While Numakura’s...
We give a set of conditions that allow one to generate 50–50 unpredictable bits.Based on those conditions, we present a general algorithmic scheme for constructing polynomial-time deterministic algorithms that stretch a short secret random input into a long sequence of unpredictable pseudo-random bit...