Titlebook: Computing and Combinatorics; 29th International C Weili Wu,Guangmo Tong Conference proceedings 2024 The Editor(s) (if applicable) and The A

腐烂

无力更进

neuron

Approximating the ,-low-density Valueical inputs, and the analysis yields bounds that better reflect the behaviour of algorithms in practice..One of the most popular models for polygonal curves and objects is .-low-density. To select the most efficient algorithm for a certain input, one often needs to approximate the .-low-density valu

毁坏

Foreknowledge

Hardness and Approximation for the Star ,-Hub Routing Cost Problem in ,-Metric Graphs HLP, the . . . . (.-S.HRP) represents an open problem stemming from the . . . (S.HRP) discussed in a publication by [Yeh . ., 2022]. The .-S.HRP deals with a specific vertex ., a positive integer ., and a .-metric graph denoted as ., which is an undirected, complete, and weighted graph adhering to

Countermand

Linear Time Algorithms for NP-Hard Problems Restricted to , Graphsgraphs that can be uniquely represented by a rooted tree where the leaves of the tree correspond to the vertices of the graph. As a generalization, . graphs are precisely those graphs that can be uniquely represented by a particular rooted directed acyclic graph (called galled-tree)..We consider her

crutch

Polynomial Turing Compressions for Some Graph Problems Parameterized by Modular-Widthuch that a polynomial in the input parameter bounds each query. Meanwhile, a polynomial (many-one) compression (PC) can be regarded as a restricted variant of PTC where the machine can query the oracle exactly once and must output the same answer as the oracle. Bodlaender et al. (ICALP 2008) and For

placebo-effect

Shortest Longest-Path Graph Orientationsph . in which every edge . has two (potentially different and not necessarily positive) weights representing the lengths of its two possible directions (., .) and (., .), and asks for an orientation, i.e., an assignment of a direction to each edge of ., such that the length of a longest simple direc

abnegate

平常

List 3-Coloring on Comb-Convex and Caterpillar-Convex Bipartite Graphso that each vertex receives a color from its own list and no two neighboring vertices receive the same color. The decision version of the problem . is NP-complete even for bipartite graphs, and its complexity on comb-convex bipartite graphs has been an open problem. We give a polynomial-time algorit