This is the first part of our two part paper with the same title. Following our Coxeter spectral
study in [Fund. Inform.[123 (2013), 447-490] and [SIAM J. Discr. Math. 27 (2013), 827-854] of …

We continue the Coxeter spectral study of the category 𝒰ℬigr m of loop-free edge-bipartite
(signed) graphs Δ, with m≥ 2 vertices, we started in [SIAM J. Discr. Math. 27 (2013), 827 …

This is the second part of our two part paper with the same title. Following our Coxeter
spectral study in [Fund. Inform.[123 (2013), 447-490] and [SIAM J. Discr. Math. 27 (2013) …

Following the spectral Coxeter analysis of matrix morsifications for Dynkin diagrams, the
spectral graph theory, a graph coloring technique, and algebraic methods in graph theory …

In this two parts article with the same title we continue the Coxeter spectral study of the
category 𝒰ℬigr m of loop-free edge-bipartite (signed) graphs Δ, with m≥ 2 vertices, we …

This paper can be viewed as a third part of our paper [Fund. Inform. 2015, in press].
Following our Coxeter spectral study in [Fund. Inform. 123 (2013), 447-490] and [SIAM J …

We study edge-bipartite graphs (bigraphs), a class of signed graphs, by means of the
inflation algorithm which relies on performing certain elementary transformations on a given …

We continue the study of finite connected edge-bipartite graphs Δ, with m≥ 2 vertices (a
class of signed graphs), started in [SIAM J. Discrete Math. 27 (2013), 827-854] and …

We continue the study of finite connected loop-free edge-bipartite graphs Δ, with m≥ 3
vertices (a class of signed graphs), we started in Simson (2013)[48] and M. Gąsiorek et …

By applying symbolic and numerical computation and the spectral Coxeter analysis
technique of matrix morsifications introduced in our previous paper [Fund. Inform. 124 …