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Description
  • Voxelovú reprezentáciu, tj. pravidelný rozklad, možno transformovať na štvorstenový rozklad za podmienky zachovania konfor mity 72 spôsobmi [2]. Dostávame tak polopravidelné rozklady. Inou alternatívou pravidelného rozkladu sú Goldbergove rozklady 3D priestoru na štvorsteny [1]. V príspevku je analyzovaný vzťah medzi polopravidelnými rozkladmi a Goldbergovými. Je nájdený optimálny Goldbergov rozklad.
  • Voxel representation, ie. regular decomposition, can be converted into four-sided decomposition on condition of conformational mity 72 ways [ 2 ]. We get half-regular decomposition. Another alternative regular decomposition the Goldberg decomposition 3D space tetrahedrons [ 1 ]. The paper analyzes the relationship between half-regular decomposition and the Goldberg decompositions. The Goldberg decomposition is found as optimal. (en)
Title
  • Voxel representation in the context of Goldberg appeals 3D space (en)
  • Voxelová reprezentácia v kontexte Goldbergovych rozkladov 3D priestoru
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  • Voxel representation in the context of Goldberg appeals 3D space (en)
  • Voxelová reprezentácia v kontexte Goldbergovych rozkladov 3D priestoru
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  • RIV/68145535:_____/13:00398754!RIV14-AV0-68145535
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  • 115103
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  • RIV/68145535:_____/13:00398754
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  • voxel representation; decomposition to tetrahedrons; Goldberg decomposition (en)
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  • [80699C33F8FC]
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  • Horní Lomná
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  • Ostrava
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  • Sborník příspěvků 33. konference o geometrii a grafice
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  • Kolcun, Alexej
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  • Vysoká škola báňská - Technická univerzita Ostrava
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  • 978-80-248-3251-7
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