Nov 4, 2024 · In this article, we present a spectral condition for a graph to admit a { P 2 , C 3 , P 5 , T ( 3 ) } -factor, where T ( 3 ) is one special ...
Nov 4, 2024 · In this article, we present a spectral condition for a graph to admit a { P 2 , C 3 , P 5 , T ( 3 ) } -factor, where T ( 3 ) is one special ...
People also ask
What is the spectral radius of a graph?
How to determine spectral radius?
What is the spectral radius in numerical analysis?
What is the formula for spectral radius in functional analysis?
Nov 7, 2024 · An H H \mathcal {H} -factor is also referred as a component factor. In this article, we present a spectral condition for a graph to admit a {P2, ...
In this paper, we provide spectral conditions for the existence of an odd-factor in a connected graph with minimum degree δ and the existence of an-factor in a ...
In this paper, we provide spectral conditions for the existence of an odd [ 1 , b ] 1 𝑏 [1,b] -factor in a connected graph with minimum degree δ 𝛿 \delta and ...
In mathematics, the spectral radius of a square matrix is the maximum of the absolute values of its eigenvalues.
Jun 8, 2024 · In this paper, we investigate the existence of a {K1,2,K1,3,K5}-factor in a graph, and put forward a new sufficient condition for a graph to.
extendability and spectral radius in graphs - ScienceDirect.com
www.sciencedirect.com › article › pii
The largest eigenvalue of A α ( G ) , denoted by ρ α ( G ) , is called the A α -spectral radius of G . A spanning subgraph of a graph is a factor of the graph.
Spectral radius and component factors in graphs. https://doi.org/10.1007/s11227-024-06522-x ·. Journal: The Journal of Supercomputing, 2024, № 1. Publisher ...
Nov 2, 2021 · in this paper, we first determine the graph attaining the maximum spectral radius among all graphs of order 2n with a unique perfect matching.