An infinite set of torus triangulations of connectivity 5 whose graphs are not uniquely embeddable in the torus

On The Flexibility Of Toroidal Embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

On the flexibility of toroidal embeddings

Neil Robertson
Xiaoya Zha
Yue Zhao

January 2005

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

Three nonisomorphic triangulations of an orientable surface with the same complete graph

Lawrencenko, Serge
Negami, Seiya
White, Arthur T.

December 1994

AbstractWe identify three mutually nonisomorphic triangulations of the closed orientable surface of ...

An infinite set of torus triangulations of connectivity 5 whose graphs are not uniquely embeddable in the torus

Lavrenchenko, Serge

September 1987

AbstractA graph of a triangulation of the torus is said to be uniquely embeddable in the torus provi...

Panel structures of triangulations on the torus

Sasao, Akira

November 2005

AbstractApplying the notions called the panel structure and the paneled triangulation introduced by ...

Uniqueness and faithfulness of embedding of toroidal graphs

Negami, Seiya

December 1983

AbstractA topological generalization of the uniqueness of duals of 3-connected planar graphs will be...

Uniqueness and faithfulness of embedding of toroidal graphs

Negami, Seiya

December 1983

AbstractA topological generalization of the uniqueness of duals of 3-connected planar graphs will be...

Uniquely and faithfully embeddable projective-planar triangulations

Negami, Seiya

April 1984

AbstractLet G be a 5-connected graph not isomorphic to the complete graph K6 with 6 vertices and tri...

Constructing the Graphs That Triangulate Both the Torus and the Klein Bottle

Lawrencenko, Serge
Negami, Seiya

September 1999

AbstractWe show how to construct all the graphs that can be embedded on both the torus and the Klein...

On the flexibility of toroidal embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

AbstractTwo embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorph...

Irreducible triangulations of the once-punctured torus

Lawrecenko, Serge
Sulanke, Thom
Villar Liñán, María Trinidad
Zgonnik, Lyudmila Vladimirovna
Chávez de Diego, María José

January 2018

A triangulation of a surface with fixed topological type is called irreducible if no edge can be con...

Nonisomorphic complete triangulations of a surface

Bracho, Javier
Strausz, Ricardo

April 2001

AbstractThis paper is concerned with nonisomorphic triangular embeddings of a complete graph into th...

On the flexibility of toroidal embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

AbstractTwo embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorph...

On The Flexibility Of Toroidal Embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

The variety of triangular embeddings of a graph in the projective plane

Lawrencenko, Serge

March 1992

AbstractIn general, a graph admits τ ≥ 1 essentially different triangular embeddings in the projecti...

On The Flexibility Of Toroidal Embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

On the flexibility of toroidal embeddings

Neil Robertson
Xiaoya Zha
Yue Zhao

January 2005

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

Three nonisomorphic triangulations of an orientable surface with the same complete graph

Lawrencenko, Serge
Negami, Seiya
White, Arthur T.

December 1994

AbstractWe identify three mutually nonisomorphic triangulations of the closed orientable surface of ...

An infinite set of torus triangulations of connectivity 5 whose graphs are not uniquely embeddable in the torus

Lavrenchenko, Serge

September 1987

AbstractA graph of a triangulation of the torus is said to be uniquely embeddable in the torus provi...

Panel structures of triangulations on the torus

Sasao, Akira

November 2005

AbstractApplying the notions called the panel structure and the paneled triangulation introduced by ...

Uniqueness and faithfulness of embedding of toroidal graphs

Negami, Seiya

December 1983

AbstractA topological generalization of the uniqueness of duals of 3-connected planar graphs will be...

Uniqueness and faithfulness of embedding of toroidal graphs

Negami, Seiya

December 1983

AbstractA topological generalization of the uniqueness of duals of 3-connected planar graphs will be...

Uniquely and faithfully embeddable projective-planar triangulations

Negami, Seiya

April 1984

AbstractLet G be a 5-connected graph not isomorphic to the complete graph K6 with 6 vertices and tri...

Constructing the Graphs That Triangulate Both the Torus and the Klein Bottle

Lawrencenko, Serge
Negami, Seiya

September 1999

AbstractWe show how to construct all the graphs that can be embedded on both the torus and the Klein...

On the flexibility of toroidal embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

AbstractTwo embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorph...

Irreducible triangulations of the once-punctured torus

Lawrecenko, Serge
Sulanke, Thom
Villar Liñán, María Trinidad
Zgonnik, Lyudmila Vladimirovna
Chávez de Diego, María José

January 2018

A triangulation of a surface with fixed topological type is called irreducible if no edge can be con...

Nonisomorphic complete triangulations of a surface

Bracho, Javier
Strausz, Ricardo

April 2001

AbstractThis paper is concerned with nonisomorphic triangular embeddings of a complete graph into th...

On the flexibility of toroidal embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

AbstractTwo embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorph...

On The Flexibility Of Toroidal Embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

The variety of triangular embeddings of a graph in the projective plane

Lawrencenko, Serge

March 1992

AbstractIn general, a graph admits τ ≥ 1 essentially different triangular embeddings in the projecti...

On The Flexibility Of Toroidal Embeddings

Robertson, Neil
Zha, Xiaoya
Zhao, Yue

January 2008

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

On the flexibility of toroidal embeddings

Neil Robertson
Xiaoya Zha
Yue Zhao

January 2005

Two embeddings Ψ1 and Ψ2 of a graph G in a surface Σ are equivalent if there is a homeomorphism of Σ...

Three nonisomorphic triangulations of an orientable surface with the same complete graph

Lawrencenko, Serge
Negami, Seiya
White, Arthur T.

December 1994

AbstractWe identify three mutually nonisomorphic triangulations of the closed orientable surface of ...

An infinite set of torus triangulations of connectivity 5 whose graphs are not uniquely embeddable in the torus

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An infinite set of torus triangulations of connectivity 5 whose graphs are not uniquely embeddable in the torus

Abstract

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