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      Mathematical Solitaires & Games
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      Book

      Mathematical Solitaires & Games

      DOI link for Mathematical Solitaires & Games

      Mathematical Solitaires & Games book

      Mathematical Solitaires & Games

      DOI link for Mathematical Solitaires & Games

      Mathematical Solitaires & Games book

      Edited ByBenjamin L. Schwartz
      Edition 1st Edition
      First Published 1968
      eBook Published 17 June 2019
      Pub. Location New York
      Imprint Routledge
      DOI https://doi.org/10.4324/9781315224169
      Pages 160
      eBook ISBN 9781315224169
      Subjects Mathematics & Statistics
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      Schwartz, B.L. (Ed.). (1968). Mathematical Solitaires & Games (1st ed.). Routledge. https://doi.org/10.4324/9781315224169

      ABSTRACT

      A collection of solitaires and games which include sections on Solitiare Games like Knights Interchanges and The Stacked Playing Cards; Competitive games including SIM as a game of Chance and A winning Opening in Reverse Hex and also Solitaire games with toys like the Tower of Hanoi and Triangular Puzzle Peg.

      TABLE OF CONTENTS

      section Section One|2 pages

      Solitaire Games with Toys

      chapter |3 pages

      Solving Instant Insanity

      Edited ByRobert E. Levin

      chapter |6 pages

      The Mayblox Problem

      Edited ByMargaret A. Farrell

      chapter |4 pages

      A Solitaire Game and Its Relation to a Finite Field

      Edited ByN.G. de Bruijn

      chapter |4 pages

      Triangular Puzzle Peg

      Edited ByIrvin Roy Hentzel

      chapter |6 pages

      Parity and Centerness Applied to the SOMA Cube

      Edited ByMichael J. Whinihan, Charles W. Trigg

      chapter |3 pages

      The Tower of Brahma Revisited

      Edited ByTed Roth

      chapter |8 pages

      Tower of Hanoi with More Pegs

      Edited ByBrother Alfred Brousseau

      section Section Two|2 pages

      Competitive Games

      chapter |11 pages

      Compound Games with Counters

      Edited ByCedric A.B. Smith

      chapter |1 pages

      The Game of SIM

      Edited ByGustavus J. Simmons

      chapter |6 pages

      Some Investigations into the Game of SIM

      Edited ByA.P. DeLoach

      chapter |1 pages

      SIM as a Game of Chance

      Edited ByW.W. Funkenbusch

      chapter |9 pages

      SIM on a Desktop Calculator

      Edited ByJohn H. Nairn, A.B. Sperry

      chapter |9 pages

      A Winning Strategy for SIM

      Edited ByE.M. Rounds, S.S. Yau

      chapter |6 pages

      The Graph of Positions for the Game of SIM *

      Edited ByG.L. O’Brien

      chapter |4 pages

      Dots and Squares

      Edited ByErnest R. Ranucci

      chapter |3 pages

      An Analysis of “Square It”

      Edited ByThomas S. Briggs

      chapter |8 pages

      Dots and Triangles

      Edited ByJoseph Viggiano

      chapter |7 pages

      Dots and Cubes

      Edited ByEverett V. Jackson

      chapter |4 pages

      A Winning Opening in Reverse Hex

      Edited ByRonald Evans

      section Section Three|3 pages

      Solitaire Games

      chapter |9 pages

      Arrows and Circuits

      Edited ByBrian R. Barwell

      chapter |3 pages

      Knight Interchanges: 1

      Edited ByRobert E. Parkin

      chapter |1 pages

      Knight Interchanges: 2

      Edited ByTed Roth

      chapter |4 pages

      The Stacked Playing Cards

      Edited ByRobert E. Parkin

      chapter |4 pages

      Extension of the Chain-Cutting Problem

      Edited ByDonald R. Byrkit, William M. Waters

      chapter |2 pages

      The “12 + 1” False Coin Problem

      Edited ByM.H. Greenblatt

      section Bonus Section|2 pages

      The Four-Color Problem

      chapter |10 pages

      The Mathematics of Map Coloring

      Edited ByH.S.M. Coxeter

      chapter |8 pages

      Every Planar Map Is Four Colorable

      Edited ByKenneth Appel, Wolfgang Haken
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