Finding hidden layers in complex networks is an important and a nontrivial problem in modern science. We explore the framework of quantum graphs to determine whether …
In this article, we present a novel approach to analyse the structure of complex networks represented by a quantum graph. A quantum graph is a metric graph with a differential …
We investigate the laplacian spectrum of a quantum star graph with Robin condition applied to the interior vertices, and Dirichlet condition on the pendant vertices. Comparing with our …
We investigate the linear wave equations on the quantum trees $ S_ {N} $ and $ P_ {2}\vartriangleright S_ {2} $ with Dirichlet vertex conditions at each leaf vertex. We first …
In this work we explore, analyse and develop methods within the field of multi-layered complex networks and dynamical processes. Our focus here is on finding ways of …
Pada makalah ini, disajikan beberapa hasil investigasi mengenai sistem eigen operator Laplace berbasis ruas pada pohon kuantum P2▷ S2. Diasumsikan kondisi Dirichlet berlaku …
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