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Birkhauser Transfiniteness: Graphs, Electrical Networks & Walks

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Description

Explore the robust mathematical lineage of transfiniteness in this work from Birkhauser Boston. This book examines the connections between graphs, electrical networks, and random walks, tracing their ancestry back to Cantor's transfinite numbers. It provides a deep look into subjects that grew from foundational moments in mathematics, such as Leonhard Euler's 1736 solution to the Konigsberg bridge problem. For those studying the evolution of graph theory and its relation to electrical networks, this text offers a unique perspective on these interconnected mathematical fields.

Key Features

Examines the mathematical concepts of transfiniteness applied to graphs, electrical networks, and random walks.

Traces the historical development of graph theory back to Leonhard Euler's 1736 Konigsberg bridge problem solution.

Connects modern mathematical subjects to the foundational ancestry of Cantor's transfinite numbers.

Published by Birkhauser Boston for academic and professional study in computing and internet subjects.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
01 January 1996
Listed Since
12 January 2007

Barcode

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