This paper presents an algorithm which allows to derive classification methods concerning periodic tilings in any dimension, theoretically. By the help of this, one can check former results of the topic (e. g. [BM98, BM00]). An implementation of the algorithm yields the complete enumeration of non-isomorphic three-dimensional D-graphs with 5 elements, given as illustration.U radu je dan algoritam koji teoretski omogućuje izvođenje metoda za klasifikaciju periodičkih popločavanja u svakoj dimenziji. Pomoću toga se može provjeriti raniji rezulatat dan u radu (e. g. [BM98, BM00]). Primjenom algoritma prikazana je potpuna klasifikacija neizomorfnih trodimenzionalnih D-grafova s 5 elemenata
We propose a formal characterization of d-dimensional periodicities. We show first that any periodic...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
Dolbilin NP, Dress A, Huson DH. Two finiteness theorems for periodic tilings of d-dimensional euclid...
This paper presents an algorithm which allows to derive classification methods concerning periodic t...
AbstractBased on the mathematical theory of Delaney symbols, data structures and algorithms are pres...
Dress A, Huson DH, Molnar E. The classification of face‐transitive periodic three‐dimensional tiling...
After the discovery of the 219 (230) Euclidean three-dimensional space groups many interesting quest...
Accepted and to appearInternational audienceWe present a technique for the enumeration of all isotop...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
Classifying Single-Tile Periodic Tilings of the Real Line and Realizing the Deformation Spaces of Tw...
We contribute to combinatorics and algorithmics of words by introducing new types of periodicities i...
In this thesis we introduce a theory of isotopy classes of tilings with given symmetry group on hype...
Dress A, Huson D. On tilings of the plane. Geometriae Dedicata . 1987;24(3):295-310.The paper discus...
AbstractBased on the mathematical theory of Delaney symbols, data structures and algorithms are pres...
International audienceWe present a technique for the enumeration of all isotopically distinct ways o...
We propose a formal characterization of d-dimensional periodicities. We show first that any periodic...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
Dolbilin NP, Dress A, Huson DH. Two finiteness theorems for periodic tilings of d-dimensional euclid...
This paper presents an algorithm which allows to derive classification methods concerning periodic t...
AbstractBased on the mathematical theory of Delaney symbols, data structures and algorithms are pres...
Dress A, Huson DH, Molnar E. The classification of face‐transitive periodic three‐dimensional tiling...
After the discovery of the 219 (230) Euclidean three-dimensional space groups many interesting quest...
Accepted and to appearInternational audienceWe present a technique for the enumeration of all isotop...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
Classifying Single-Tile Periodic Tilings of the Real Line and Realizing the Deformation Spaces of Tw...
We contribute to combinatorics and algorithmics of words by introducing new types of periodicities i...
In this thesis we introduce a theory of isotopy classes of tilings with given symmetry group on hype...
Dress A, Huson D. On tilings of the plane. Geometriae Dedicata . 1987;24(3):295-310.The paper discus...
AbstractBased on the mathematical theory of Delaney symbols, data structures and algorithms are pres...
International audienceWe present a technique for the enumeration of all isotopically distinct ways o...
We propose a formal characterization of d-dimensional periodicities. We show first that any periodic...
AbstractThis paper continues the investigation of tiling problems via formal languages, which was be...
Dolbilin NP, Dress A, Huson DH. Two finiteness theorems for periodic tilings of d-dimensional euclid...