Results 11 to 20 of about 56,890 (307)
DNA Tiles, Wang Tiles and Combinators [PDF]
We investigate the relation between Combinatory Logic and Wang Tiles with the aim of studying Combinators as a programming language for Self-Assembly and DNA computing. We introduce a subset of Combinatory Logic, SKI#, which is Turing Complete, includes simply Typed Combinatory Logic and contains only combinators whose computations require finitely ...
BELLIA, MARCO, OCCHIUTO, MARIA EUGENIA
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Interlocking tiles are interlocked together from the floating floor, most of the interlocking floor tiles are not glued they interlock together with some interlocking system over the flat surface. Commonly there are three types of interlocking tiles they
minu, vinu
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interlocking deck tiles are made of various types of wood, recycled plastic, and other kinds of materials. When we installed deck tiles professionally it provides a deck like look and feels.
Vishnu Raj
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Undecidable Translational Tilings with Only Two Tiles, or One Nonabelian Tile [PDF]
AbstractWe construct an example of a group$$G = \mathbb {Z}^2 \times G_0$$G=Z2×G0for a finite abelian group $$G_0$$G0, a subsetEof $$G_0$$G0, and two finite subsets$$F_1,F_2$$F1,F2of G, such that it is undecidable in ZFC whether$$\mathbb {Z}^2\times E$$Z2×Ecan be tiled by translations of$$F_1,F_2$$F1,F2.
Rachel Greenfeld, Terence Tao
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Since most garage flooring tiles lock together without the use of adhesive, many customers prefer this floating installation. Depending on the type of tile, it occurs when there is no adhesive used to secure the tiles to the subfloor and the tiles fit ...
don sophie
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We look at sets of tiles that can tile any region of size greater than 1 on the square grid. This is not the typical tiling question, but relates closely to it and therefore can help solve other tiling problems -- we give an example of this. We also present a result to a more classic tiling question with dominoes and L-shape tiles.
Anne Kenyon, Martin Tassy
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21 pages, 50 figures. Based on a Clay Public Lecture by the second author at the IAS/Park City Mathematics Institute in July, 2004.
Ardila, Federico, Stanley, Richard P.
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Tilings and tiling systems are an abstract concept that arise both as a computational model and as a dynamical system. In this paper, we characterize the sets of periods that a tiling system can produce. We prove that up to a slight recoding, they correspond exactly to languages in the complexity classes $\nspace{n}$ and $\cne$.
Jeandel, Emmanuel, Vanier, Pascal
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In this article we describe and investigate tiled shading. The tiled techniques, though simple, enable substantial improvements to both deferred and forward shading. Tiled Shading has been previously discussed only in terms of deferred shading (tiled deferred shading).
Olsson, Ola, Assarsson, Ulf
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This dataset encompasses the original experimental data from the paper, along with the conventionally constructed fixed-size vector tiles and the adaptive-size vector tiles.
Guowen Li (14604803)
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