Non-Attacking Bishop and King Positions on Regular and Cylindrical Chessboards
Richard M. Low and Ardak Kapbasov
Department of Mathematics
San Jose State University
San Jose, CA 95192
In this paper, we count the number of non-attacking bishop and king
positions on the regular and cylindrical m × n
(where m = 1, 2, 3)
chessboards. This is accomplished through the use of scientific
computing, recurrence relations, generating functions and closed-form
Full version: pdf,
(Concerned with sequences
Received February 5 2017; revised version received May 22 2017.
Published in Journal of Integer Sequences, June 25 2017.
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