Jul 15, 2021 · This matches the running time of the best known deterministic polynomial-space algorithm for deciding whether a given graph G has a path on k ...

Indeed, algorithms with high space complexity are in practice more constrained because the amount of memory is not easily scaled beyond hardware constraints ...

- We present a deterministic 4^{k+O(sqrt{k}(log^2k+log^2 epsilon^{-1}))}m log n-time polynomial-space algorithm. This matches the running time of the best known ...

. This matches the running time of the best known deterministic polynomial- space algorithm for deciding whether a given graph G has a path on k vertices.

This matches the running time of the best known deterministic polynomial-space algorithm for deciding whether a given graph G has a path on k vertices.

the best known running time of a deterministic polynomial-space algorithm for k-Path ... For this purpose, we present a simple randomized polynomial-space FPT-AS ...

Our algorithm is simple—we only make elementary use of the probabilistic method. Here, n and m are the number of vertices and the number of edges, respectively.

Jul 4, 2019 · This matches the running time of the best known deterministic polynomial-space algorithm for deciding whether a given graph G has a path on k ...

This article revisits the algorithm by Alon and Gutner and presents a deterministic 4k+O(√k(log2 k+log2 ∊−1))m log n-time polynomial-space algorithm, ...

This matches the running time of the best known deterministic polynomial-space algorithm for deciding whether a given graph G has a path on k vertices.