Discrete geometric analysis Barlow, Martin T.

By:

Barlow, Martin T

Contributor(s):

Material type: Text

TextSeries: MSJ memoirsPublication details: Mathematical Society of Japan 2016 TokyoDescription: xi, 157 pISBN:

9784864970358

Subject(s):

DDC classification:

516.373 B2D4

Summary: This is a volume of lecture notes based on three series of lectures given by visiting professors of RIMS, Kyoto University during the yearacademic year 2012-13. The aim of the project was to make comprehensive research on topics related to discreteness in geometry, analysis and optimization.-long project "Discrete Geometric Analysis", which took place in the Japanese Discrete geometric analysis is a hybrid field of several traditional disciplines, including graph theory, geometry, discrete group theory, and probability. The name of the area was coined by Toshikazu Sunada, and since being introduced, it has been extending and making new interactions with many other fields. http://mathsoc.jp/publication/memoir/memoirs-e.html

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Holdings
Item type	Current library	Collection	Call number	Status	Date due	Barcode	Item holds
Book	Ahmedabad	Non-fiction	516.373 B2D4 (Browse shelf(Opens below))	Available		194417

Total holds: 0

Table of Contents:

Erased Walks and Uniform Spanning Trees, by Martin T. Barlow.
2.Combinatorial Rigidity: Graphs and Matroids in the Theory of Rigid Frameworks, by Tibor Jordán.
3.Analysis and Geometry on Groups, by Andrzej Zuk.

1.Loop

This is a volume of lecture notes based on three series of lectures given by visiting professors of RIMS, Kyoto University during the yearacademic year 2012-13. The aim of the project was to make comprehensive research on topics related to discreteness in geometry, analysis and optimization.-long project "Discrete Geometric Analysis", which took place in the Japanese
Discrete geometric analysis is a hybrid field of several traditional disciplines, including graph theory, geometry, discrete group theory, and probability. The name of the area was coined by Toshikazu Sunada, and since being introduced, it has been extending and making new interactions with many other fields.

http://mathsoc.jp/publication/memoir/memoirs-e.html

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