summary:We introduce the notion of fundamental groupoid of a digraph and prove its basic properties. In particular, we obtain a product theorem and an analogue of the Van Kampen theorem. Considering the category of (undirected) graphs as the full subcategory of digraphs, we transfer the results to the category of graphs. As a corollary we obtain the corresponding results for the fundamental groups of digraphs and graphs. We give an application to graph coloring
We develop conditions for a graph cover to be a $\times$-homotopy cover, satisfying a $\times$-homot...
In this paper, the Seifert – Van Kampen Theorem deals with the situation where a path-connected spac...
W pracy przedstawiono określenie grupy podstawowej przestrzeni topologicznejz punktem, a także jej p...
summary:We introduce the notion of fundamental groupoid of a digraph and prove its basic properties....
Grigoryan A, Jimenez R, Muranov Y. Fundamental groupoids of digraphs and graphs\. CZECHOSLOVAK MATHE...
summary:We introduce the notion of fundamental groupoid of a digraph and prove its basic properties....
This thesis is about Van Kampen's theorem and fundamental groupoids. Van Kampen's Theorem is a class...
Abstract. k-graphs are higher-rank analogues of directed graphs which were first developed to provid...
AbstractThe equivariant fundamental groupoid of a G-space X is a category which generalizes the fund...
AbstractWe give a general version of theorems due to Seifert–van Kampen and Brown about the fundamen...
AbstractWe give a general version of theorems due to Seifert–van Kampen and Brown about the fundamen...
We compute a presentation of the fundamental group of a higher-rank graph using a coloured graph des...
This project will focus on studying the fundamental groups of topological spaces. The goal is to spe...
Grigoryan A, Lin Y, Muranov Y, Yau S-T. Cohomology of digraphs and (undirected) graphs. Asian Journa...
This thesis contributes to the computational theory of finitely presented groupoids. It develops, im...
We develop conditions for a graph cover to be a $\times$-homotopy cover, satisfying a $\times$-homot...
In this paper, the Seifert – Van Kampen Theorem deals with the situation where a path-connected spac...
W pracy przedstawiono określenie grupy podstawowej przestrzeni topologicznejz punktem, a także jej p...
summary:We introduce the notion of fundamental groupoid of a digraph and prove its basic properties....
Grigoryan A, Jimenez R, Muranov Y. Fundamental groupoids of digraphs and graphs\. CZECHOSLOVAK MATHE...
summary:We introduce the notion of fundamental groupoid of a digraph and prove its basic properties....
This thesis is about Van Kampen's theorem and fundamental groupoids. Van Kampen's Theorem is a class...
Abstract. k-graphs are higher-rank analogues of directed graphs which were first developed to provid...
AbstractThe equivariant fundamental groupoid of a G-space X is a category which generalizes the fund...
AbstractWe give a general version of theorems due to Seifert–van Kampen and Brown about the fundamen...
AbstractWe give a general version of theorems due to Seifert–van Kampen and Brown about the fundamen...
We compute a presentation of the fundamental group of a higher-rank graph using a coloured graph des...
This project will focus on studying the fundamental groups of topological spaces. The goal is to spe...
Grigoryan A, Lin Y, Muranov Y, Yau S-T. Cohomology of digraphs and (undirected) graphs. Asian Journa...
This thesis contributes to the computational theory of finitely presented groupoids. It develops, im...
We develop conditions for a graph cover to be a $\times$-homotopy cover, satisfying a $\times$-homot...
In this paper, the Seifert – Van Kampen Theorem deals with the situation where a path-connected spac...
W pracy przedstawiono określenie grupy podstawowej przestrzeni topologicznejz punktem, a także jej p...