wang tiles造句
例句與造句
- One of Wang's most important contributions was the Wang tile.
- The proof by Jarkko Kari is related to the tiling problem by Wang tiles.
- He showed that any Turing machine can be turned into a set of Wang tiles.
- Berger later reduced his set to 104, and Hans L鋟chli subsequently found an aperiodic set requiring only 40 Wang tiles.
- However, a smaller aperiodic set, of six non-Wang tiles, was discovered by Raphael M . Robinson in 1971.
- It's difficult to find wang tiles in a sentence. 用wang tiles造句挺難的
- Winfree's key insight was that the DX tiles could be used as Wang tiles, meaning that their assembly could perform computation.
- The first noted example of aperiodic tiling is a set of Wang tiles, whose nonexistence Wang had once conjectured, discovered by his student Robert Berger in 1966.
- Wang tiles are squares coloured on each edge, and placed so that abutting edges of adjacent tiles have the same colour; hence they are sometimes called Wang dominoes.
- The basic question about a set of Wang tiles is whether it can tile the plane or not, i . e ., whether an entire infinite plane can be filled this way.
- Notably, Jarkko Kari gave an aperiodic set of Wang tiles based on multiplications by 2 or 2 / 3 of real numbers encoded by lines of tiles ( the encoding is related to Goodman-Strauss to give a strongly aperiodic set of tiles in the hyperbolic plane.
- Hence, when in 1966 Robert Berger found an aperiodic set of prototiles this demonstrated that the tiling problem is in fact not decidable . ( Thus Wang's procedures do not work on all tile sets, although that does not render them useless for practical purposes . ) This first such set, used by Berger in his proof of undecidability, required 20, 426 Wang tiles.