The dominance of Chess Pieces in Fractal Chessboards and the Rook Polynomials for Eccentric Chessboards

By: Sangeetha, R.

An original investigation of the complex relationship between chess pieces and chessboards is presented in "The Dominance of Chess Pieces in Fractal Chessboards and the Rook Polynomials for Eccentric Chessboards" by R. Sangeetha. This book explores the intricate rook polynomials for eccentric chessboards and the interesting world of fractal chessboards.
A thorough knowledge of fractals and their connection to chessboards may be found in Sangeetha's book. The author explores how the features of fractals can be used to build intricate and lovely chessboard designs in his discussion of the use of fractals in chess.
The book also provides a thorough examination of the rook polynomials for eccentric chessboards, a potent mathematical tool for calculating the number of chessboard configurations. The use of the rook polynomials to resolve issues with chess piece placement on the board has also been covered by the author.
For chess fans, mathematicians, and anybody interested in the nexus between math and art, "The Dominance of Chess Pieces in Fractal Chessboards and the Rook Polynomials for Eccentric Chessboards" is a must-read. The book is written in a straightforward manner that is understandable to both specialists and newcomers in the subject.

• Format: Paperback
• Language: English
• ISBN: 6709796639
• ISBN13: 9786709796635
• Release Date: January 1
• Publisher: Independent Author
• Length: 118 Pages
• Weight: 0.37 lbs.
• Dimensions: 0.3" x 6.0" x 9.0"