Tiling Rectangles, Connectivity and Associated Covariants

Name: Tiling Rectangles, Connectivity and Associated Covariants
Brand: Scholars' Press
SKU: 9783639662061
Price: 248.74 RON
Availability: InStock

Application of Mathematics to Architecture

Autor: Krishnendra Shekhawat

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Legare: Carte broșată

Editura: Scholars' Press

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Tiling by rectangles is the geometric problem of arranging a given family of rectangles in a larger...

Informații despre carte

Autor

Krishnendra Shekhawat

Limbă

engleză

Legare

Carte - Carte broșată

Publicat

2014

Pagini

164

EAN

9783639662061

ISBN

3639662067

Enbook ID

07174506

Editura

Scholars' Press

Greutate

249

Dimensiuni

152 x 229 x 10

Descriere completă

Tiling by rectangles is the geometric problem of arranging a given family of rectangles in a larger specific frame. A primitive version is rectangle tiling, i.e., tiling rectangles inside a rectangular frame. Then the notion of rectangle tiling is extended to tiling rectangles inside some other shapes. This generalization is achieved through mathematical objects, namely the allocation matrix and the extra spaces. When tiling by rectangles, an effort has been made to obtain a best connected tiling. Connectivity is defined in terms of adjacency for both the given rectangles and the extra spaces. As far as the applications are concerned, the concept of tiling by rectangles has been applied to different fields, with special emphasis on architectural designing, where the aim is to obtain floor plans of some assigned shapes. The presented research work opens a new field for applied mathematicians, in that it combines various aspects of geometry, topology and optimization theory, towards the solution of a problem which is well known to architects, but which has rarely been attacked by mathematical methods.

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Tiling Rectangles, Connectivity and Associated Covariants

Application of Mathematics to Architecture

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Descriere completă

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