£105.00

Chapman and Hall/CRC Generalized Notions of Continued Fractions

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£144.62 £71.01 £87.07 £103.13 £119.19 £135.25 £151.31 26 March 2026 30 March 2026 04 April 2026 09 April 2026 14 April 2026

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Description

Explore the deep connections between ergodic theory and number theory with this specialized mathematical text. From the historical foundations laid by Euclid, Fibonacci, and Euler to modern developments, this book tracks the evolution of continued fraction theory. It serves as a bridge between different mathematical disciplines, providing a modern perspective on a subject that has fascinated geniuses for centuries. Written for graduate students and senior researchers, this monograph examines several generalizations of continued fractions. It focuses on the fascinating relationships established in the field since the 1950s, making it a valuable resource for those studying the intersections of number theory and ergodic theory. This text provides the necessary depth for advanced academic study and research in mathematical science.

Key Features

Covers the historical development of continued fraction theory from ancient times through the contributions of Euler and others.

Designed for an advanced audience including graduate students and senior researchers in mathematics.

Explores the established connections between ergodic theory and number theory developed since the 1950s.

Examines various generalizations of continued fractions to link different mathematical areas.

Part of the Chapman and Hall/CRC Monographs and Research Notes in Mathematics series.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
20 July 2023
Listed Since
07 January 2023

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