Board Games: Throughout The History And Multidimensional Spaces (e-bog) af Jorma Kyppo, Kyppo
Jorma Kyppo, Kyppo

Board Games: Throughout The History And Multidimensional Spaces e-bog

802,25 DKK
In this richly illustrated book, Dr Jorma Kyppo explores the history of board games dating back to Ancient Egypt, Mesopotamia, India and China. He provides a description of the evolution and various interpretations of chess. Furthermore, the book offers the study of the old Celtic and Viking board games and the old Hawaiian board game Konane, as well as a new hypothesis about the interpretation o…
In this richly illustrated book, Dr Jorma Kyppo explores the history of board games dating back to Ancient Egypt, Mesopotamia, India and China. He provides a description of the evolution and various interpretations of chess. Furthermore, the book offers the study of the old Celtic and Viking board games and the old Hawaiian board game Konane, as well as a new hypothesis about the interpretation of the famous Cretan Phaistos Disk. Descriptions of several chess variations, including some highlights of the game theory and tiling in different dimensions, are followed by a multidimensional symmetrical n-person strategy game model, based on chess. Final chapter (Concluding remarks) offers the new generalizations of the Euler-Poincare's Characteristic, Pi and Fibonacci sequence.
E-bog 802,25 DKK
Forfattere Jorma Kyppo, Kyppo (forfatter)
Udgivet 08.07.2019
Længde 344 sider
Genrer PBUD
Sprog English
Format pdf
Beskyttelse LCP
ISBN 9789813233546

In this richly illustrated book, Dr Jorma Kyppo explores the history of board games dating back to Ancient Egypt, Mesopotamia, India and China. He provides a description of the evolution and various interpretations of chess. Furthermore, the book offers the study of the old Celtic and Viking board games and the old Hawaiian board game Konane, as well as a new hypothesis about the interpretation of the famous Cretan Phaistos Disk. Descriptions of several chess variations, including some highlights of the game theory and tiling in different dimensions, are followed by a multidimensional symmetrical n-person strategy game model, based on chess. Final chapter (Concluding remarks) offers the new generalizations of the Euler-Poincare's Characteristic, Pi and Fibonacci sequence.