Tiling theory is an elegant branch of mathematics that has applications in several areas of computer science. The most immediate application area is graphics, where tiling theory has been used in the contexts of texture generation, sampling theory, remeshing, and of course the generation of decorative patterns. The combination of a solid theoretical base (complete with tantalizing open problems), practical algorithmic techniques, and exciting applications make tiling theory a worthwhile area of study for practitioners and students in computer science. This synthesis lecture introduces the mat
Two-dimensional languages can be recognized by tiling systems. A tiling system becomes an effective ...
This paper discusses the use of Wang Tiles for image and texture generation as originally presented ...
We propose a new method of teaching the principles of geometry to design students. The students focu...
Over the last years, several techniques have been demonstrated that rely on tile-based methods. A lo...
In this paper we discuss various situations where tilings and patterns, with the aid of technology, ...
AbstractWe investigate the problem of producing symmetric tilings by programs in a uniform way. By t...
Tilings can be found everywhere in everyday life. They consist of various types of tiles. Tilings, w...
This thesis extends the theory of tiling iterated function systems developed in [BV18] and connects ...
Abstract. In this paper we emphasize the links between model theory and tilings. More precisely, aft...
In this thesis a new image-based texturing method has been developed. This new method allows users ...
"In this book, we try to display the value (and joy!) of starting from a mathematically amorphous pr...
In this paper I will present the use of fractal geometry to design tile motifs. A fractal is a geome...
A tiling is a covering of the plane with non-overlapping figures that have no holes between them. Fo...
Colorings of the discrete plane (i.e., tilings) are a geometrical model which is intimately linked w...
There are precisely 17 two-dimensional groups of symmetry, or wallpaper patterns, which can be gener...
Two-dimensional languages can be recognized by tiling systems. A tiling system becomes an effective ...
This paper discusses the use of Wang Tiles for image and texture generation as originally presented ...
We propose a new method of teaching the principles of geometry to design students. The students focu...
Over the last years, several techniques have been demonstrated that rely on tile-based methods. A lo...
In this paper we discuss various situations where tilings and patterns, with the aid of technology, ...
AbstractWe investigate the problem of producing symmetric tilings by programs in a uniform way. By t...
Tilings can be found everywhere in everyday life. They consist of various types of tiles. Tilings, w...
This thesis extends the theory of tiling iterated function systems developed in [BV18] and connects ...
Abstract. In this paper we emphasize the links between model theory and tilings. More precisely, aft...
In this thesis a new image-based texturing method has been developed. This new method allows users ...
"In this book, we try to display the value (and joy!) of starting from a mathematically amorphous pr...
In this paper I will present the use of fractal geometry to design tile motifs. A fractal is a geome...
A tiling is a covering of the plane with non-overlapping figures that have no holes between them. Fo...
Colorings of the discrete plane (i.e., tilings) are a geometrical model which is intimately linked w...
There are precisely 17 two-dimensional groups of symmetry, or wallpaper patterns, which can be gener...
Two-dimensional languages can be recognized by tiling systems. A tiling system becomes an effective ...
This paper discusses the use of Wang Tiles for image and texture generation as originally presented ...
We propose a new method of teaching the principles of geometry to design students. The students focu...