Add to ORKGAbstract. A tiling of a topological spaceX is a covering ofX by sets (called tiles) which are the closures of their pairwise-disjoint interiors. Tilings of R2 have received considerable attention (see [2] for a wealth of interesting examples and results as well as an extensive bibliography). On the other hand, the study of tilings of general topological spaces is just beginning (see [1, 3, 4, 6]). We give some generalizations for topological spaces of some results known for certain classes of tilings of topological vector spaces
(eng) We study the spaces of rhombus tilings, i.e. the graphs whose vertices are tilings of a fixed ...
Bugarin EP, Gähler F. Quotient Cohomology of Certain 1-and 2-Dimensional Substitution Tiling Spaces....
(eng) We study the structure of the set of tilings of a polygon $P$ with bars of fixed length. We ob...
By a tiling of a topological linear space X, we mean a covering of X by at least two closed convex s...
Aperiodic tilings are interesting to mathematicians and scientists for both theoretical and practica...
There exist precisely 914, 58 and 46 equivariant types of tile-transitive tilings of 3-dimensional e...
By tiling of a normed space we mean a covering of it by proper subsets that are the closure of thei...
We review the construction of operators and algebras from tilings of Euclidean space. This is mainly...
[EN] In this paper we study those regular fenestrations (as defined by Kronheimer in [3]) that are o...
Dress A. RELAXATIONS OF PERIODICITY IN THE TOPOLOGICAL THEORY OF TILINGS. Le Journal de Physique Col...
We analyze substitution tiling spaces with fivefold symmetry. In the substitution process, the intro...
In the 1960’s and 1970’s, mathematicians discovered geometric patterns which displayed a high degree...
Abstract. We investigate lattice tilings of n-space by (k,n)-crosses, estab-lishing necessary and su...
ABSTRACT. In this note, we use techniques in the topology of 2-complexes to recast some tools that h...
A locally finite face-to-face tiling T of euclidean d-space E d is monotypic if each tile of T is a ...
(eng) We study the spaces of rhombus tilings, i.e. the graphs whose vertices are tilings of a fixed ...
Bugarin EP, Gähler F. Quotient Cohomology of Certain 1-and 2-Dimensional Substitution Tiling Spaces....
(eng) We study the structure of the set of tilings of a polygon $P$ with bars of fixed length. We ob...
By a tiling of a topological linear space X, we mean a covering of X by at least two closed convex s...
Aperiodic tilings are interesting to mathematicians and scientists for both theoretical and practica...
There exist precisely 914, 58 and 46 equivariant types of tile-transitive tilings of 3-dimensional e...
By tiling of a normed space we mean a covering of it by proper subsets that are the closure of thei...
We review the construction of operators and algebras from tilings of Euclidean space. This is mainly...
[EN] In this paper we study those regular fenestrations (as defined by Kronheimer in [3]) that are o...
Dress A. RELAXATIONS OF PERIODICITY IN THE TOPOLOGICAL THEORY OF TILINGS. Le Journal de Physique Col...
We analyze substitution tiling spaces with fivefold symmetry. In the substitution process, the intro...
In the 1960’s and 1970’s, mathematicians discovered geometric patterns which displayed a high degree...
Abstract. We investigate lattice tilings of n-space by (k,n)-crosses, estab-lishing necessary and su...
ABSTRACT. In this note, we use techniques in the topology of 2-complexes to recast some tools that h...
A locally finite face-to-face tiling T of euclidean d-space E d is monotypic if each tile of T is a ...
(eng) We study the spaces of rhombus tilings, i.e. the graphs whose vertices are tilings of a fixed ...
Bugarin EP, Gähler F. Quotient Cohomology of Certain 1-and 2-Dimensional Substitution Tiling Spaces....
(eng) We study the structure of the set of tilings of a polygon $P$ with bars of fixed length. We ob...