Groups and Symmetry

English, Mark A. Armstrong, 1988
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Preface. 1: Symmetries of the Tetrahedron. 2: Axioms. 3: Numbers. 4: Dihedral Groups. 5: Subgroups and Generators. 6: Permutations. 7: Isomorphisms. 8: Plato's Solids and Cayley's Theorem. 9: Matrix Groups. 10: Products. 11: Lagrange's Theorem. 12: Partitions. 13: Cauchy's Theorem. 14: Conjugacy. 15: Quotient Groups. 16: Homomorphisms. 17: Actions, Orbits, and Stabalisers. 18: Counting Orbits. 19: Finite Rotation Groups. 20: The Sylow Theorems. 21: Finitely Generated Abelian Groups. 22: Row and Column Operations. 23: Automorphisms. 24: The Euclidean Group. 25: Lattices and Point Groups. 26: Wallpaper Patterns. 27: Free Groups and Presentations. 28: Trees and the Nielsen-Schreier Theorem. Bibliography. Index.

Key specifications

Language
English
topic
Mathematics & Natural Sciences
Subtopic
Natural sciences
Author
Mark A. Armstrong
Number of pages
187
Book cover
Hard cover
Year
1988
Item number
42038886

General information

Publisher
Springer
Category
Reference books
Manufacturer no.
9780387966755
Release date
24.10.1988

Book properties

topic
Mathematics & Natural Sciences
Subtopic
Natural sciences
Language
English
Author
Mark A. Armstrong
Year
1988
Number of pages
187
Edition
1
Book cover
Hard cover
Year
1988

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Product dimensions

Height
230 mm
Width
150 mm
Weight
1040 g

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