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- W2560102280 abstract "A tiling by polygons is called normal if it is edge-to-edge and there are positive numbers r and R such that each polygon contains a certain disk of radius r and is contained in a certain disk of radius R. A node of valence k in an edge-to-edge tiling is a point that is the common vertex of k tiles. Given a normal tiling of plane by pentagons each of which has m nodes of valence 3 and 5 - m nodes of valence k (0 < m < 5, k ≥ 4 ), we find ( m, k ) = ( 3, 4 ) or ( m, k ) = (4, 6 ) ." @default.
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- W2560102280 date "2007-01-01" @default.
- W2560102280 modified "2023-09-27" @default.
- W2560102280 title "CONVEX PENTAGONAL TILING PROBLEM AND PROPERTIES OF NODES IN PENTAGONAL TILINGS" @default.
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