The Geometric Vein

Davis, Chandler; Grünbaum, Branko; Sherk, F. A.

The Geometric Vein

Edited by Chandler Davis, Branko Grünbaum and F. A. Sherk

in Springer Books from Springer

Date: 1981
ISBN: 978-1-4612-5648-9
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Chapters in this book:

Introduction: Chandler Davis, Branko Grünbaum and F. A. Sherk
H. S. M. Coxeter: Published Works: Chandler Davis, Branko Grünbaum and F. A. Sherk
Uniform Tilings with Hollow Tiles: Branko Grünbaum, J. C. P. Miller and G. C. Shephard
Spherical Tilings with Transitivity Properties: Branko Grünbaum and G. C. Shephard
Some Isonemal Fabrics on Polyhedral Surfaces: Jean J. Pedersen
Convex Bodies which Tile Space: P. McMullen
Geometry of Radix Representations: William J. Gilbert
Embeddability of Regular Polytopes and Honeycombs in Hypercubes: Patrice Assouad
The Derivation of Schoenberg’s Star-Polytopes from Schoute’s Simplex Nets: H. S. M. Coxeter
The Harmonic Analysis of Skew Polygons as a Source of Outdoor Sculptures: I. J. Schoenberg
The Geometry of African Art III. The Smoking Pipes of Begho: Donald W. Crowe
Crystallography and Cremona Transformations: Patrick Du Val
Cubature Formulae, Polytopes, and Spherical Designs: J. M. Goethals and J. J. Seidel
Two Quaternionic 4-Polytopes: S. G. Hoggar
Span-Symmetric Generalized Quadrangles: Stanley E. Payne
On Coxeter’s Loxodromic Sequences of Tangent Spheres: Asia Weiss
Elementary Geometry, Then and Now: I. M. Yaglom
Some Researches Inspired by H. S. M. Coxeter: L. Fejes Tóth
Some Problems in the Geometry of Convex Bodies: C. A. Rogers
On an Analog to Minkowski’s Lattice Point Theorem: J. M. Wills
Intersections of Convex Bodies with Their Translates: P. R. Goodey and M. M. Woodcock
An Extremal Property of Plane Convex Curves—P. Ungar’s Conjecture: Ignace I. Kolodner
Polygons and Polynomials: J. C. Fisher, D. Ruoff and J. Shilleto
Algebraic Surfaces with Hyperelliptic Sections: W. L. Edge
On the Circular Transformations of Möbius, Laguerre, and Lie: I. M. Yaglom
The Geometry of Cycles, and Generalized Laguerre Inversion: J. F. Rigby
Inversive Geometry: J. B. Wilker
Absolute Polarities and Central Inversions: Norman W. Johnson
Products of Axial Affinities and Products of Central Collineations: Erich W. Ellers
Normal Forms of Isometries: G. Ewald
Finite Geometries with Simple, Semisimple and Quasisimple Fundamental Groups: B. A. Rosenfeld, N. I. Haritonova and I. N. Kashirina
Motions in a Finite Hyperbolic Plane: Cyril W. L. Garner
Generation of Linear Groups: William M. Kantor
On Covering Klein’s Curve and Generating Projective Groups: Jeffrey Cohen
A Local Approach to Buildings: J. Tits
Representations and Coxeter Graphs: David Ford and John McKay
Coinvariant Theory of a Coxeter Group: Howard L. Hiller
Two-Generator Two-Relation Presentations for Special Linear Groups: C. M. Campbell and E. F. Robertson
Groups Related to F a,b,c Involving Fibonacci Numbers: C. M. Campbell and E. F. Robertson
Convex Polyhedra: W. T. Tutte
Non-Hamilton Fundamental Cycle Graphs: Joseph Malkevitch
Some Combinatorial Identities: W. O. J. Moser
Binary Views of Ternary Codes: Harold N. Ward

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DOI: 10.1007/978-1-4612-5648-9

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