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Statements

Subject Item
dbr:Polyknight
rdf:type
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Polyknight
rdfs:comment
A polyknight is a plane geometric figure formed by selecting cells in a square lattice that could represent the path of a chess knight in which doubling back is allowed. It is a polyform with square cells which are not necessarily connected, comparable to the polyking. Alternatively, it can be interpreted as a connected subset of the vertices of a knight's graph, a graph formed by connecting pairs of lattice squares that are a knight's move apart.
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n14:Tetraknights.png n14:Hexaknights.png n14:Pentaknights.png
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dbc:Recreational_mathematics dbc:Polyforms
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33006898
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1090102094
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dbr:Reflection_(mathematics) dbr:OEIS dbr:Polyform n9:Tetraknights.png dbc:Recreational_mathematics dbc:Polyforms dbr:Polyking dbr:Rotation dbr:Knight_(chess) dbr:Glide_reflection dbr:Translation_(geometry) dbr:Knight's_graph
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A polyknight is a plane geometric figure formed by selecting cells in a square lattice that could represent the path of a chess knight in which doubling back is allowed. It is a polyform with square cells which are not necessarily connected, comparable to the polyking. Alternatively, it can be interpreted as a connected subset of the vertices of a knight's graph, a graph formed by connecting pairs of lattice squares that are a knight's move apart.
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