Примеры использования Aperiodic на Английском языке и их переводы на Русский язык
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Since a stochastic process defined by a Markov chain that is irreducible, aperiodic and positive recurrent has a stationary distribution,
Trahtman(2009) solved the road coloring problem by proving that such a coloring can be found whenever the given graph is strongly connected and aperiodic.
so are themselves aperiodic.
so the tile is only″weakly aperiodic″.
its cross sections can be used to generate one-dimensional aperiodic sequences.
so the Gummelt tile is not considered an aperiodic prototile.
However, none of the non-periodic tilings thus far discovered qualify as aperiodic, because the prototiles can always be rearranged so as to yield a periodic tiling.
This paper studies the constraint of a vector norm under periodic and aperiodic action of matrices from a finite set of matrices with rational elements as well as the presence of AZR and PZR.
which are primarily responsible for the(periodic or aperiodic) regeneration of prey populations throughout the Southern Ocean, following environmental perturbations.
there exist aperiodic sets of tiles for which there can be no proof of their aperiodicity.
so no directed acyclic graph can be aperiodic.
The term aperiodic has been used in a wide variety of ways in the mathematical literature on tilings
complex transition metal oxides, aperiodic structures, conventional
If G is a finite strongly connected aperiodic directed graph with no multiple edges,
George Graham invented aperiodic descent or Graham descent,
An aperiodic tiling was considered,
As with the term"aperiodic tiling" itself, the term"aperiodic hierarchical tiling" is a convenient shorthand,
Chaim Goodman-Strauss suggested that a tiling be considered strongly aperiodic if it admits no infinite cyclic group of Euclidean motions as symmetries, and that only tile sets which enforce strong aperiodicity be called strongly aperiodic, while other sets are to be called weakly aperiodic.
Notably, Jarkko Kari gave an aperiodic set of Wang tiles based on multiplications by 2
is aperiodic if copies of these tiles can form only non-periodic tilings.