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Springer Game of Life Cellular Automata - Springer Mathematics Book

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Description

Explore the mathematical foundations and computational theory behind John Conway's Game of Life, one of the most influential cellular automata ever created. This Springer publication compiles four decades of research into the two-dimensional array system where square cells evolve based on simple rules: a dead cell becomes live with exactly three live neighbours, whilst a live cell survives with two or three neighbours, otherwise dying. From its invention by British mathematician John Conway in the late 1960s, the Game of Life has become the most programmed solitary game and the most widely known cellular automaton, revolutionising understanding of emergent behaviour in computational systems. This comprehensive volume brings together pioneering results in computational studies, mathematical analysis, and practical applications of this elegant virtual machine that operates on discrete time steps.

Key Features

Springer publication examining Game of Life cellular automata theory developed by mathematician John Conway in the late 1960s.

Covers forty years of accumulated research into the two-dimensional array system and its computational properties.

Explains the core rules governing live and dead cell states based on neighbour configurations in the cellular automaton.

Explores why Game of Life became the most programmed solitary game and most known cellular automaton globally.

Combines mathematical foundations, computational analysis, and practical applications of Conway's original virtual machine concept.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
04 November 2014
Listed Since
04 November 2014

Barcode

No barcode data available

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