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Solving recreational mathematics problems as discrete optimization problems
 Verner, Jan ; Jablonský, Josef (advisor) ; Fábry, Jan (referee)
The work is focused on the role of discrete linear programming and recreational mathematics. The aim of this work is to acquaint the reader with recreational mathematics and formulations of recreational mathematics problems as integer linear programming problems. This is demonstrated on two board games problems, which are described by a mathematical model and solved with the MPL optimization software. One main part involves the analysis and solution of a Peg solitaire game version, the reader is also been acquainted with.
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