Add to ORKGIn this thesis, we bring forward the study of the spectral properties of graphs and we extend this theory for chemical hypergraphs, a new class of hypergraphs that model chemical reaction networks
Determining and analyzing the spectra of graphs is an important and exciting research topic in mathe...
Abstract. We prove the following estimate for the spectrum of the normalized Laplace operator ∆ on a...
We consider a finite undirected and connected simple graph ...
In this thesis, we bring forward the study of the spectral properties of graphs and we extend this t...
The spectral theory of the normalized Laplacian for chemical hypergraphs is further investigated. Th...
Chemical hypergraphs and their associated normalized Laplace operators are generalized and studied i...
The graph Laplacian operator is widely studied in spectral graph theory largely due to its importanc...
There are numerous applications of mathematics, specifically spectral graph theory, within the scien...
AbstractWe present the spectrum of the (normalized) graph Laplacian as a systematic tool for the inv...
Spectral graph theory (Algebraic graph theory) which emerged in 1950s and 1960s is the study of prop...
The independence number, coloring number and related parameters are investigated in the setting of o...
We extend the graph spectral framework to a new class of undirected hypergraphs with bipartite hyper...
AbstractWe investigate how the spectrum of the normalized (geometric) graph Laplacian is affected by...
This book gives an elementary treatment of the basic material about graph spectra, both for ordinary...
The celebrated Cheeger's Inequality (Alon and Milman 1985; Alon 1986) establishes a bound on the edg...
Determining and analyzing the spectra of graphs is an important and exciting research topic in mathe...
Abstract. We prove the following estimate for the spectrum of the normalized Laplace operator ∆ on a...
We consider a finite undirected and connected simple graph ...
In this thesis, we bring forward the study of the spectral properties of graphs and we extend this t...
The spectral theory of the normalized Laplacian for chemical hypergraphs is further investigated. Th...
Chemical hypergraphs and their associated normalized Laplace operators are generalized and studied i...
The graph Laplacian operator is widely studied in spectral graph theory largely due to its importanc...
There are numerous applications of mathematics, specifically spectral graph theory, within the scien...
AbstractWe present the spectrum of the (normalized) graph Laplacian as a systematic tool for the inv...
Spectral graph theory (Algebraic graph theory) which emerged in 1950s and 1960s is the study of prop...
The independence number, coloring number and related parameters are investigated in the setting of o...
We extend the graph spectral framework to a new class of undirected hypergraphs with bipartite hyper...
AbstractWe investigate how the spectrum of the normalized (geometric) graph Laplacian is affected by...
This book gives an elementary treatment of the basic material about graph spectra, both for ordinary...
The celebrated Cheeger's Inequality (Alon and Milman 1985; Alon 1986) establishes a bound on the edg...
Determining and analyzing the spectra of graphs is an important and exciting research topic in mathe...
Abstract. We prove the following estimate for the spectrum of the normalized Laplace operator ∆ on a...
We consider a finite undirected and connected simple graph ...