578
Views
2
CrossRef citations to date
0
Altmetric
Articles

A closed -knight’s tour on some cylinder chessboards

, &

Figures & data

Fig. 1 GS where the white vertices are in S.

Fig. 1 G−S where the white vertices are in S.

Fig. 2 Two patterns of a closed (2,3)-knight’s tour on the 5×n cylinder chessboard.

Fig. 2 Two patterns of a closed (2,3)-knight’s tour on the 5×n cylinder chessboard.

Fig. 3 Closed (2,3)-knight’s tours on the 5×n where n5.

Fig. 3 Closed (2,3)-knight’s tours on the 5×n where n≤5.

Fig. 4 Illustrated closed (2,3)-knight’s tours on 15 × 6 and 20 × 6 cylinder chessboards.

Fig. 4 Illustrated closed (2,3)-knight’s tours on 15 × 6 and 20 × 6 cylinder chessboards.

Fig. 5 Closed (2, 3)-knight’s tours on the 9×n cylinder chessboard where n{4,5,7,8,9,10,11}.

Fig. 5 Closed (2, 3)-knight’s tours on the 9×n cylinder chessboard where n∈{4,5,7,8,9,10,11}.

Fig. 6 Closed (2, 3)-knight’s tours on the 9×n cylinder chessboard where n{12,13}.

Fig. 6 Closed (2, 3)-knight’s tours on the 9×n cylinder chessboard where n∈{12,13}.

Fig. 7 Illustrated closed (2, 3)-knight’s tours on the 27×4,27×5 and 27 × 7 cylinder chessboards.

Fig. 7 Illustrated closed (2, 3)-knight’s tours on the 27×4,27×5 and 27 × 7 cylinder chessboards.