The lighter side of mathematics : proceedings of the Eugène Strens Memorial Conference on Recreational Mathematics & its History /

Guardado en:
Autor Corporativo: Eugène Strens Memorial Conference on Recreational Mathematics & Its History University of Calgary)
Otros Autores: Guy, Richard K. (Editor ), Woodrow, Robert E., 1948- (Editor )
Formato: Libro
Idioma:English
Publicado: [Washington, D.C.] : Mathematical Association of America, c1994.
Series:MAA spectrum
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Acceso en línea:Publisher description
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Tabla de Contenidos:
  • Part 1. Tiling & coloring: H. S. M. Coxeter and J. F. Rigby, Frieze patterns, triangulated polygons and dichromatic symmetry
  • J. A. Eidswick, Is Engel's enigma a cubelike puzzle?
  • Branko Grünbaum, Metamorphoses of polygons
  • Douglas M. McKenna, SquaRecurves, $E$-tours, eddies, and frenzies: basic families of Peano curves on the square grid
  • John F. Rigby, Fun with tessellations
  • D. Schattschneider, Escher: a mathematician in spite of himself
  • Athelstan Spilhaus, Escheresch
  • Daniel Ullman, The road coloring problem
  • Stan Wagon, Fourteen proofs of a result about tiling a rectangle
  • J. B. Wilker, Tiling $R3$ with circles and disks.
  • Part 2. Games & puzzles: Elwyn Berlekamp, Introduction to blockbusting and domineering
  • Curtis N. Cooper and Robert E. Kennedy, A generating function for the distribution of the scores of all possible bowling games
  • Curtis N. Cooper and Robert E. Kennedy, Is the mean bowling score awful?
  • Aviezri S. Fraenkel, Recreation and depth in combinatorial games
  • Aviezri S. Fraenkel, Combinatorial games
  • Kathy Jones, Combinatorial toys
  • Mogens Esrom Larsen, Rubik's cube : application or illumination of group theory?
  • Andy Liu, Golomb's twelve pentomino problems
  • Jim Propp, A new take-away game
  • Michael Stueben, Confessions of a puzzlesmith
  • Jerry Slocum, Puzzles old & new: some historical notes.
  • Part 3. People & pursuits: Leon Bankoff, The marvelous arbelos
  • I. Z. Bouwer and W. W. Chernoff, Cluster pairs of an $n$-dimensional cube of edge length two
  • Kenneth J. Falconer, The ancient English art of change ringing
  • Richard K. Guy, The strong law of small numbers
  • Heiko Harborth, Match sticks in the plane
  • Mogens Esrom Larsen, Misunderstanding my mazy mazes may make me miserable
  • Angela Newing, Henry Ernest Dudeney: Britain's greatest puzzlist
  • Victor Pambuccian, From recreational to foundational mathematics
  • Lee C. F. Sallows, Alphamagic squares
  • Lee C. F. Sallows, Alphamagic squares. II. More adventures with abacus and alphabet, extending explorations into the untrodden realms of computational logology
  • David Singmaster, The utility of recreational mathematics
  • Jordan Stoyanov, The development of recreational mathematics in Bulgaria
  • Herbert Taylor, $V-E+F=2$
  • Samuel Yates, Tracking titanics.