Results 231 to 240 of about 29,883 (267)

Multiresolution Tiling

Computer Graphics Forum, 1994
AbstractThis paper describes an efficient method for constructing a tiling between a pair of planar contours. The problem is of interest in a number of domains, including medical imaging, biological research and geological reconstructions. Our method, based on ideas from multiresolution analysis and wavelets, requires O(n) space and appears to require ...
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FRACTAL TILINGS FROM SUBSTITUTION TILINGS

Fractals, 2019
A fractal tiling or [Formula: see text]-tiling is a tiling which possesses self-similarity and the boundary of which is a fractal. By substitution rule of tilings, this short paper presents a very simple strategy to create a great number of [Formula: see text]-tilings.
Wang, Xinchang, Ouyang, Peichang, Chung, Kwokwai, Zhan, Xiaogen, Yi, Hua, Tang, Xiaosong   +5 more
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Tile-Makers and Semi-Tile-Makers

The American Mathematical Monthly, 2007
(2007). Tile-Makers and Semi-Tile-Makers. The American Mathematical Monthly: Vol. 114, No. 7, pp. 602-609.
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Tile Coding Based on Hyperplane Tiles

2008
In large and continuous state-action spaces reinforcement learning heavily relies on function approximation techniques. Tile coding is a well-known function approximator that has been successfully applied to many reinforcement learning tasks. In this paper we introduce the hyperplane tile coding, in which the usual tiles are replaced by parameterized ...
LOIACONO, DANIELE, LANZI, PIER LUCA
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THE TILING SEMIGROUPS OF ONE-DIMENSIONAL PERIODIC TILINGS

Journal of the Australian Mathematical Society, 2009
AbstractA one-dimensional tiling is a bi-infinite string on a finite alphabet, and its tiling semigroup is an inverse semigroup whose elements are marked finite substrings of the tiling. We characterize the structure of these semigroups in the periodic case, in which the tiling is obtained by repetition of a fixed primitive word.
Dombi, Erzsebet, Gilbert, N.D.
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On tile-k-transitive tilings of the space

Geometriae Dedicata, 1996
A \(k\)-transitive tiling \((k\) being a positive integer) with respect to a crystallographic space group \(G\) of Euclidean space is a tiling whose tiles can be distributed into \(k\) classes so that \(G\) acts transitively on each class. The author considers tilings in three-dimensional euclidean space consisting of polyhedral tiles (i.e.
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Kinetic tiles

Proceedings of the SIGCHI Conference on Human Factors in Computing Systems, 2011
We propose and demonstrate Kinetic Tiles, modular construction units for kinetic animations. Three different design methods are explored and evaluated for kinetic animation with the Kinetic Tiles using preset movements, design via animation toolkit, and design via direct input.
Hyunjung Kim, Woohun Lee
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Ambiguous tiling

Computer Aided Geometric Design, 2020
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On Self-Tiling Tile Sets

Mathematics Magazine, 2012
A novel species of self-similar tilings is introduced. Results divide naturally into two categories, involving either polyforms or non-polyforms.
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Utilisation of waste-to-energy fly ash in ceramic tiles

Construction and Building Materials, 2022
Abbas Mohajerani, Qibin Yuan, Biplob Pramanik   +2 more
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