Jul 23, 2024 · This paper investigates the reason and proposes that the local expansion should be reformulated as a Multiple vertex collaborative Expansion problem.

Instead, we propose a Multiple vertex collaborative. Expansion (ME) problem that allows multiple vertices to be expanded jointly and collaboratively since ...

Jul 26, 2024 · We prove that for any connected graph G and any integer r which is a common multiple of the degrees of the vertices in G, there exists a ...

May 13, 2024 · Bottom-up k-Vertex Connected Component Enumeration by Multiple Expansion. Haoyu Liu 1. ,. Yongcai Wang 1.

This code is based on Stanford Network Analysis Platform (SNAP) library in C++, and we make some changes for KVCC Enumeration.

Bottom-up k -vertex connected component ( k -VCC) enumeration methods, referred to as VCCE-BU, have exhibited better efficiency compared to the exact top-down k ...

Proceedings of the ACM on Management of Data 2 (6), 1-26, 2024. 2024. Bottom-up k-Vertex Connected Component Enumeration by Multiple Expansion. H Liu, Y Wang ...

Article "Bottom-up k-Vertex Connected Component Enumeration by Multiple Expansion" Detailed information of the J-GLOBAL is an information service managed by ...

Dec 20, 2014 · The maximum number of edges is clearly achieved when all the components are complete. Moreover the maximum number of edges is achieved when all of the ...

Bottom-up k-Vertex Connected Component Enumeration by Multiple Expansion. Conference Paper. May 2024. Haoyu Liu · Xiaojia Xu · Deying Li · Yongcai Wang · View.