Thomas C. Shermer

Publication List Details

Period

1989 - 2007

Number

13

Co-Authors

Prosenjit Bose 2 (2007)

David Avis, Thomas C. Shermer, Jack Snoeyink, Godfried Toussaint, Binhai Zhu

Let K be a convex polytope in R d, let h(x) be the hyperplane consisting of all points with first coordinate equal to x, and let A(x) be the area (or volume, if d? 3) of the section K "...

Broadcasting Multiple Messages in Hypercubes (2000)

Arthur L. Liestman, Thomas C. Shermer, Matthew J. Suderman

We investigate Tm (Q d ), the time required to broadcast m 1 messages in a d-dimensional hypercube under the telephone model. We give exact values for Tm (Q d ) for m 2 for m 2 + 1. For 2 , we...

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Anna Lubiw, Henk Meijer, Kathleen Romanik, Thomas C. Shermer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V; E) in which vertices are mapped to rectangles oating in R

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Anna Lubiw, Henk Meijer, Kathleen Romanik, Thomas C. Shermer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V; E) in which vertices are mapped to rectangles oating in R

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Anna Lubiw, Henk Meijer, Kathleen Romanik, Thomas C. Shermer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V; E) in which vertices are mapped to rectangles oating in R

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Anna Lubiw, Henk Meijer, Kathleen Romanik, Thomas C. Shermer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V; E) in which vertices are mapped to rectangles oating in R

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Sándor P. Fekete, Michael E. Houle, Anna Lubiw, Henk Meijer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V,E) in which vertices are mapped to rectangles floating in R 3 parallel to the x, y-plane, with edges represented by...

On a visibility representation for graphs in three dimensions (1998)

Prosenjit Bose, Hazel Everett, Sándor P. Fekete, Michael E. Houle, Anna Lubiw, Henk Meijer, ...

This paper proposes a 3-dimensional visibility representation of graphs G = (V,E) in which vertices are mapped to rectangles floating in R 3 parallel to the x, y-plane, with edges represented by...

A Complete Roundness Classification Procedure (1997)

Kurt Mehlhorn, Thomas C. Shermer, Chee K. Yap

We describe a roundness classification procedure, that is, a procedure to determine if the roundness of a planar object I is within some ffl 0 from an ideal circle. The procedure consists of a...

Probing for Near-Centers and Estimating Relative Roundness (1996)

Thomas C. Shermer, Chee K. Yap

We present a "complete" 3-step procedure for bounding the relative roundness of a given planar object I. This procedure is based on the probing model. Our method is efficient (being linear...

Visibility properties of polygons / (1989)

Shermer, Thomas C.

Written for the School of Computer Science.