AbstractComplete lists are given of all reflexible orientable regular maps of genus 2 to 15, all non-orientable regular maps of genus 4 to 30, and all (orientable) rotary but chiral (irreflexible) maps of genus 2 to 15 inclusive. On each list the maps are classified according to genus and type (viz {p, q} where every face is incident with p edges and every vertex is incident with q edges). The complete lists were determined with the help of a parallel program which finds all normal subgroups of low index in a finitely-presented group
AbstractIn an earlier paper by A. Breda, R. Nedela and J. Širáň, a classification was given of all r...
Preface Regular maps and hypermaps are cellular decompositions of closed sur-faces exhibiting the hi...
AbstractAn orientably regular hypermap is totally chiral if it and its mirror image have no non-triv...
Complete lists are given of all reflexible orientable regular maps of genus 2 to 15, all non-orienta...
AbstractComplete lists are given of all reflexible orientable regular maps of genus 2 to 15, all non...
This paper uses combinatorial group theory to help answer some long-standing questions about the gen...
AbstractThis paper describes the determination of all orientably-regular maps and hypermaps of genus...
AbstractThis paper describes the determination of all orientably-regular maps and hypermaps of genus...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
An orientably regular hypermap is totally chiral if it and its mirror image have no non-trivial comm...
AbstractRegular maps whose automorphism groups do not have faithful action on vertices, edges, or fa...
AbstractAn orientably regular hypermap is totally chiral if it and its mirror image have no non-triv...
AbstractIn this paper we will define a class of locally non-orientable regular maps called “cantanke...
AbstractA map is a cell decomposition of a closed surface; it is regular if its automorphism group a...
AbstractEmbedding of vertex regular maps on orientable surfaces have been studied extensively, parti...
AbstractIn an earlier paper by A. Breda, R. Nedela and J. Širáň, a classification was given of all r...
Preface Regular maps and hypermaps are cellular decompositions of closed sur-faces exhibiting the hi...
AbstractAn orientably regular hypermap is totally chiral if it and its mirror image have no non-triv...
Complete lists are given of all reflexible orientable regular maps of genus 2 to 15, all non-orienta...
AbstractComplete lists are given of all reflexible orientable regular maps of genus 2 to 15, all non...
This paper uses combinatorial group theory to help answer some long-standing questions about the gen...
AbstractThis paper describes the determination of all orientably-regular maps and hypermaps of genus...
AbstractThis paper describes the determination of all orientably-regular maps and hypermaps of genus...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
An orientably regular hypermap is totally chiral if it and its mirror image have no non-trivial comm...
AbstractRegular maps whose automorphism groups do not have faithful action on vertices, edges, or fa...
AbstractAn orientably regular hypermap is totally chiral if it and its mirror image have no non-triv...
AbstractIn this paper we will define a class of locally non-orientable regular maps called “cantanke...
AbstractA map is a cell decomposition of a closed surface; it is regular if its automorphism group a...
AbstractEmbedding of vertex regular maps on orientable surfaces have been studied extensively, parti...
AbstractIn an earlier paper by A. Breda, R. Nedela and J. Širáň, a classification was given of all r...
Preface Regular maps and hypermaps are cellular decompositions of closed sur-faces exhibiting the hi...
AbstractAn orientably regular hypermap is totally chiral if it and its mirror image have no non-triv...