Surface Topology
- 3 Edición - 1 de junio de 2001
- Última edición
- Autores: P A Firby, C F Gardiner
- Idioma: Inglés
This updated and revised edition of a widely acclaimed and successful text for undergraduates examines topology of recent compact surfaces through the development of simple ideas… Leer más
Descripción
Descripción
This updated and revised edition of a widely acclaimed and successful text for undergraduates examines topology of recent compact surfaces through the development of simple ideas in plane geometry. Containing over 171 diagrams, the approach allows for a straightforward treatment of its subject area. It is particularly attractive for its wealth of applications and variety of interactions with branches of mathematics, linked with surface topology, graph theory, group theory, vector field theory, and plane Euclidean and non-Euclidean geometry.
Puntos claves
Puntos claves
- Examines topology of recent compact surfaces through the development of simple ideas in plane geometry
- Contains a wealth of applications and a variety of interactions with branches of mathematics, linked with surface topology, graph theory, group theory, vector field theory, and plane Euclidean and non-Euclidean geometry
De interès para
De interès para
Undergraduate students
Índice
Índice
Intuitive ideas; Plane models of surfaces; Surfaces as plane diagrams; Distinguishing surfaces; Patterns on surfaces; Maps and graphs; Vector fields on surfaces; Plane tessellation representations of compact surfaces; Some applications of tessellation representations; Introducing the fundamental group; Surfaces with boundaries; Topology, graphs and groups; Tutorial solutions to exercises; Further reading; References and index.
Reseñas
Reseñas
"In the top ten for books conveying the dreadful secret that mathematics is fascinating." —New Scientist
Detalles del producto
Detalles del producto
- Edición: 3
- Última edición
- Publicado: 1 de junio de 2001
- Idioma: Inglés
Sobre el autor
Sobre el autor
CG
C F Gardiner
Afiliaciones y experiencia
University of Exeter, UKVer libro en ScienceDirect
Ver libro en ScienceDirect
Lee Surface Topology en ScienceDirect