The closed knight tour problem in higher dimensions

Mathematics – Combinatorics

Scientific paper

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This is a merged version of the previous version and the approach of Erde arXiv:1202.5548

Scientific paper

The problem of existence of closed knight tours for rectangular chessboards
was solved by Schwenk in 1991. Last year, in 2011, DeMaio and Mathew provide an
extension of this result for 3-dimensional rectangular boards. In this article,
we give the solution for $n$-dimensional rectangular boards, for $n\geq 4$.

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