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Chatham, Douglas - Department of Mathematics and Computer Science, Morehead State University
Board of Order 9 Board of Order 10 Board of Order 11 Fundamental Solutions to the N + 4 Queens
Separation Numbers of Chessboard Graphs
CENTROSYMMETRIC SOLUTIONS TO CHESSBOARD SEPARATION PROBLEMS R. DOUGLAS CHATHAM, MAUREEN DOYLE, ROBERT J. JEFFERS, WALTER A. KOSTERS, R. DUANE
Board of Order 6 Board of Order 7 Board of Order 8 Board of Order 9 Board of Order 10 Fundamental Solutions to the N + 1 Queens
Winning Strategy for Traffic Lights and Beer Square
Independence and Domination Separation on Chessboard Graphs
Transit Graphs Doug Chatham
Algorithm Performance For Chessboard Separation Problems
Integre Technical Publishing Co., Inc. College Mathematics Journal 40:3 March 12, 2009 2:02 p.m. chatham.tex page 204 Reflections on the N + k Queens Problem
Houston Journal of Mathematics c 2007 University of Houston
Symmetries ofSymmetries of Solutions to theSolutions to the
No-Deal Solitaire Doug Chatham
Separating Queens on the Chessboard
Separating Queens on the Chessboard
N-dimensional Pairs (Preliminary Report)
Winning Strategies for Traffic Lights and Beer Square
Going-Down Pairs of Commutative Rings
Order 4 Order 5 Order 6 Order 7 Order 8 Order 9 Order 10 Fundamental Solutions to the N Queens Problem
Board of Order 7 Board of Order 8 Board of Order 9 Board of Order 10 Fundamental Solutions to the N + 2 Queens
N+k QueensN+k Queens ReflectionsReflections
Board of Order 8 Board of Order 9 Board of Order 10 Fundamental Solutions to the N + 3 Queens
Centrosymmetric Solutions to Chessboard Separation Problems R. Douglas Chatham
Centrosymmetric Solutions to the N k Queens Problem