International audienceWe consider a non self-adjoint Laplacian on a directed graph with non symmetric edge weights. We give necessary conditions for this Laplacian to be sectorial. We introduce a special self-adjoint operator and compare its essential spectrum with that of the non self-adjoint Laplacian considered
We consider a simple self-similar sequence of graphs which does not satisfy the symmetry conditions ...
We give the spectral representation for a class of selfadjoint discrete graph Laplacians Delta, with...
The Laplacian spectrum of a graph consists of the eigenvalues (together with multiplicities) of the...
International audienceWe consider a non self-adjoint Laplacian on a directed graph with non symmetri...
International audienceWe consider a non self-adjoint Laplacian on a directed graph with non symmetri...
This thesis deals with spectral graph theory issues relating to questions of spectral theory of non ...
Cette thèse traite des questions de théorie spectrale des graphes portant sur les opérateurs non aut...
On finite metric graphs we consider Laplace operators, subject to various classes of non-self-adjoin...
International audienceThis paper deals with spectral graph theory issues related to questions of mon...
We introduce a non-backtracking Laplace operator for graphs and we investigate its spectral properti...
Abstract. We discuss Laplacians on graphs in a framework of regular Dirichlet forms. We focus on phe...
We discuss Laplacians on graphs in a framework of regular Dirichlet forms. We focus on phe...
AbstractWe survey properties of spectra of signless Laplacians of graphs and discuss possibilities f...
We introduce the weighted graph Laplacian ∆ω,c and the notion of Schrödinger operator of the form ∆...
AbstractA Laplacian matrix, L=(ℓij)∈Rn×n, has nonpositive off-diagonal entries and zero row sums. As...
We consider a simple self-similar sequence of graphs which does not satisfy the symmetry conditions ...
We give the spectral representation for a class of selfadjoint discrete graph Laplacians Delta, with...
The Laplacian spectrum of a graph consists of the eigenvalues (together with multiplicities) of the...
International audienceWe consider a non self-adjoint Laplacian on a directed graph with non symmetri...
International audienceWe consider a non self-adjoint Laplacian on a directed graph with non symmetri...
This thesis deals with spectral graph theory issues relating to questions of spectral theory of non ...
Cette thèse traite des questions de théorie spectrale des graphes portant sur les opérateurs non aut...
On finite metric graphs we consider Laplace operators, subject to various classes of non-self-adjoin...
International audienceThis paper deals with spectral graph theory issues related to questions of mon...
We introduce a non-backtracking Laplace operator for graphs and we investigate its spectral properti...
Abstract. We discuss Laplacians on graphs in a framework of regular Dirichlet forms. We focus on phe...
We discuss Laplacians on graphs in a framework of regular Dirichlet forms. We focus on phe...
AbstractWe survey properties of spectra of signless Laplacians of graphs and discuss possibilities f...
We introduce the weighted graph Laplacian ∆ω,c and the notion of Schrödinger operator of the form ∆...
AbstractA Laplacian matrix, L=(ℓij)∈Rn×n, has nonpositive off-diagonal entries and zero row sums. As...
We consider a simple self-similar sequence of graphs which does not satisfy the symmetry conditions ...
We give the spectral representation for a class of selfadjoint discrete graph Laplacians Delta, with...
The Laplacian spectrum of a graph consists of the eigenvalues (together with multiplicities) of the...