Results 41 to 50 of about 20,162 (144)
Social Constructionist Psychology and its Application. Possibilities for a Reorientation
Social constructionism currently is understood as a metatheoretical alternative to positivism. It serves many social and cultural scientists as a point of reference.
Johannes von Tiling
doaj
Tilings from some non-irreducible, Pisot substitutions [PDF]
A generating method of self-affine tilings for Pisot, unimodular, irreducible substitutions, as well as the fact that the associated substitution dynamical systems are isomorphic to rotations on the torus are established in P. Arnoux and S. Ito.
Shunji Ito, Hiromi Ei
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In recent years, accelerative aging society is meeting the short supply of young and middle-aged labor. Particularly, most young people are reluctant to work in the construction industry, which has caused the labor cost of floor tiling to rise year by ...
Shun Wang +4 more
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The precise organization and arrangement of neural cells is essential for nervous system functionality. Cellular tiling is an evolutionarily conserved phenomenon that organizes neural cells, ensuring non-redundant coverage of receptive fields in the ...
Dana F. DeSantis +3 more
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A novel 5-DOF high-precision compliant parallel mechanism for large-aperture grating tiling [PDF]
In combination with the advantages of parallel mechanisms and compliant mechanisms, a 5-DOF compliant parallel mechanism is designed to meet the requirements, such as large stroke, large load capacity, high precision and high stability, for a large ...
Z. Shao, S. Wu, J. Wu, H. Fu
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The general problem of tiling finite regions of the plane with polyominoes is NP-complete, and so the associated computational geometry problem rapidly becomes intractable for large instances.
Marcus R. Garvie, John Burkardt
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We provide a complete description of the edge-to-edge tilings with a regular triangle and a shield-shaped hexagon with no right angle. The case of a hexagon with a right angle is also briefly discussed.
Thomas Fernique, Olga Sizova
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Symmetries of Monocoronal Tilings [PDF]
The vertex corona of a vertex of some tiling is the vertex together with the adjacent tiles. A tiling where all vertex coronae are congruent is called monocoronal.
Dirk Frettlöh, Alexey Garber
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Tilings, tiling spaces and topology [PDF]
To understand an aperiodic tiling (or a quasicrystal modeled on an aperiodic tiling), we construct a space of similar tilings, on which the group of translations acts naturally. This space is then an (abstract) dynamical system. Dynamical properties of the space (such as mixing, or the spectrum of the translation operator) are closely related to bulk ...
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