Rational Sphere Maps, Paperback by D’angelo, John P., Brand New, Free shippin...

$ 86.79

Item Weight: 13.6 Oz Publisher: Springer International Publishing A&G ISBN: 9783030758110 Author: John P. D'angelo Book Title: Rational Sphere Maps Publication Year: 2022 Series: Progress in Mathematics Ser. Item Length: 9.2 in Item Width: 6.1 in Format: Trade Paperback Publication Name: RATIONAL Sphere Maps Language: English Subject Area: Mathematics Type: Textbook width: 6.1 in Number of Pages: 233 Pages Subject: General

Description

Rational Sphere Maps, Paperback by D’angelo, John P., Brand New, Free shippin.... Fifteen open problems appear in the final chapter, with references provided to appropriate parts of the text. These problems will encourage readers to apply the material to future research. Mathematicians from other areas, such as number theory, optimization, and combinatorics, will also find the material appealing. Rational Sphere Maps, Paperback by D’angelo, John P., ISBN 3030758117, ISBN-13 9783030758110, Brand New, Free shipping in the US This monograph systematically explores the theory of rational maps between spheres in complex Euclidean spaces and its connections to other areas of mathematics. Synthesizing research from the last forty years, the author aims for accessibility by balancing abstract concepts with concrete examples. Numerous computations are worked out in detail, and more than 100 optional exercises are provided throughout for readers wishing to better understand challenging material. The text begins by presenting core concepts in complex analysis and a wide variety of results about rational sphere maps. The subsequent chapters discuss combinatorial and optimization results about monomial sphere maps, groups associated with rational sphere maps, relevant complex and CR geometry, and some geometric properties of rational sphere maps. Fifteen open problems appear in the final chapter, with references provided to appropriate parts of the text. These problems will encourage readers to apply the material to future research. Rational Sphere Maps will be of interest to researchers and graduate students studying several complex variables and CR geometry. Mathematicians from other areas, such as number theory, optimization, and combinatorics, will also find the material appealing. See the author’s research web page for a list of typos, clarifications, etc.: