Pseudo-polyomino

http://dbpedia.org/resource/Pseudo-polyomino

A pseudo-polyomino, also called a polyking, polyplet or hinged polyomino, is a plane geometric figure formed by joining one or more equal squares edge-to-edge or corner-to-corner at 90°. It is a polyform with square cells. The polyominoes are a subset of the polykings. The name "polyking" refers to the king in chess. The n-kings are the n-square shapes which could be occupied by a king on an infinite chessboard in the course of legal moves. Golomb uses the term pseudo-polyomino referring to kingwise-connected sets of squares. rdf:langString
rdf:langString Pseudo-polyomino
xsd:integer 32965449
xsd:integer 1090102382
rdf:langString Polyplet
rdf:langString Polyplet
rdf:langString A pseudo-polyomino, also called a polyking, polyplet or hinged polyomino, is a plane geometric figure formed by joining one or more equal squares edge-to-edge or corner-to-corner at 90°. It is a polyform with square cells. The polyominoes are a subset of the polykings. The name "polyking" refers to the king in chess. The n-kings are the n-square shapes which could be occupied by a king on an infinite chessboard in the course of legal moves. Golomb uses the term pseudo-polyomino referring to kingwise-connected sets of squares.
xsd:nonNegativeInteger 3178

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