A combinatorial map is a connected topological graph cellularly embedded in a surface. As a linking of combinatorial configuration with the classical mathematics, it fascinates more and more mathematician’s interesting. Its function and role in mathematics are widely accepted by mathematicians today
AbstractThe classical approach to maps is by cell decomposition of a surface. A combinatorial map is...
Combinatorics is a powerful tool for dealing with relations among objectives mushroomed in the past ...
AbstractThe basic topological facts about closed curves in R2 and triangulability of surfaces are us...
A combinatorial map is a connected topological graph cellularly embedded in a surface. This monograp...
The classical approach to maps, as surveyed by Coxeter and Moser in Generators and Relations for Dis...
The classical approach to maps, as surveyed by Coxeter and Moser in Generators and Relations for Dis...
Automorphism groups survey similarities on mathematical systems, which appear nearly in all mathemat...
This work.develops the foundations of topological graph theory with a unified approach using combin...
AbstractThe classical approach to maps, as surveyed by Coxeter and Moser (“Generators and Relations ...
The book, suitable as both an introductory reference and as a text book in the rapidly growing field...
AbstractCubic combinatorial maps are used to prove theorems of MacLane, Stahl, and Walsh on topologi...
AbstractMap orders are special finite connected partial orders. They correspond to maps on closed su...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
Les cartes sont les plongements, sans intersection d'arêtes, des graphes dans des surfaces. Les cart...
Dans cette thèse, nous nous intéressons aux propriétés topologiques des surfaces, i.e. celles qui so...
AbstractThe classical approach to maps is by cell decomposition of a surface. A combinatorial map is...
Combinatorics is a powerful tool for dealing with relations among objectives mushroomed in the past ...
AbstractThe basic topological facts about closed curves in R2 and triangulability of surfaces are us...
A combinatorial map is a connected topological graph cellularly embedded in a surface. This monograp...
The classical approach to maps, as surveyed by Coxeter and Moser in Generators and Relations for Dis...
The classical approach to maps, as surveyed by Coxeter and Moser in Generators and Relations for Dis...
Automorphism groups survey similarities on mathematical systems, which appear nearly in all mathemat...
This work.develops the foundations of topological graph theory with a unified approach using combin...
AbstractThe classical approach to maps, as surveyed by Coxeter and Moser (“Generators and Relations ...
The book, suitable as both an introductory reference and as a text book in the rapidly growing field...
AbstractCubic combinatorial maps are used to prove theorems of MacLane, Stahl, and Walsh on topologi...
AbstractMap orders are special finite connected partial orders. They correspond to maps on closed su...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
Les cartes sont les plongements, sans intersection d'arêtes, des graphes dans des surfaces. Les cart...
Dans cette thèse, nous nous intéressons aux propriétés topologiques des surfaces, i.e. celles qui so...
AbstractThe classical approach to maps is by cell decomposition of a surface. A combinatorial map is...
Combinatorics is a powerful tool for dealing with relations among objectives mushroomed in the past ...
AbstractThe basic topological facts about closed curves in R2 and triangulability of surfaces are us...
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