Results 91 to 100 of about 2,994 (170)
3D Polyominoes inscribed in a rectangular prism [PDF]
Alain Goupil, Hugo Cloutier
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A middle ground where executive control meets semantics: the neural substrates of semantic control are topographically sandwiched between the multiple-demand and default-mode systems. [PDF]
Chiou R +4 more
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Polyominoes simulating arbitrary-neighborhood zippers and tilings [PDF]
Lila Kari, Benoît Masson
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Grammar-Based Evolution of Polyominoes
Languages that describe two-dimensional (2-D) structures have emerged as powerful tools in various fields, encompassing pattern recognition and image processing, as well as modeling physical and chemical phenomena. One kind of two-dimensional structures is given by labeled polyominoes, i.e., geometric shapes composed of connected unit squares ...
Jessica Mégane +3 more
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A new mathematical model for tiling finite regions of the plane with polyominoes
Marcus R. Garvie, John Burkardt
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Polyominoes and Polyiamonds as Fundamental Domains for Isohedral Tilings of Crystal Class D2 [PDF]
Hiroshi Fukuda +4 more
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Ideals generated by 2-minors, collections of cells and stack polyominoes [PDF]
Ayesha Asloob Qureshı
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Counting Polyominoes, Revisited
Abstract A polyomino is an edge-connected set of squares on the square lattice. In this paper, we improve Jensen's algorithm for counting polyominoes by considering bounding boxes on the square lattice rotated by 45o instead of on the regular unrotated lattice. This allows us to extend significantly the count of polyominoes from 56 to 70 terms.
Gill Barequet, Gil Ben-Shachar
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Evolution of interface binding strengths in simplified model of protein quaternary structure. [PDF]
Leonard AS, Ahnert SE.
europepmc +1 more source

