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Eine Einführung in die Kreismethode von M. Ram Murty, Kaneenika Sinha-
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Standort: Glendale Heights, Illinois, USA
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- Artikelzustand
- ISBN
- 9781470472030
Über dieses Produkt
Product Identifiers
Publisher
American Mathematical Society
ISBN-10
1470472031
ISBN-13
9781470472030
eBay Product ID (ePID)
11061231652
Product Key Features
Number of Pages
258 Pages
Language
English
Publication Name
Introduction to the Circle Method
Subject
General
Publication Year
2023
Type
Textbook
Subject Area
Mathematics
Series
Student Mathematical Library
Format
Trade Paperback
Dimensions
Item Height
0.8 in
Item Weight
6.2 Oz
Item Length
8.5 in
Item Width
5.5 in
Additional Product Features
LCCN
2023-009446
TitleLeading
An
Series Volume Number
104
Table Of Content
Introduction and overview Fundamental theorem for arithmetic Arithmetic functions Introduction to congruence arithmetic Distribution of prime numbers An introduction to Waring's problem Waring's problem Exponential sums The circle method and Waring's problem The circle method and the Goldbach conjectures Epilogue Bibliography Index.
Synopsis
The circle method, pioneered by Ramanujan and Hardy in the early 20th century, has over the past 100 years become part of the standard tool chest of analytic number theory. Its scope of applications is ever-expanding, and the subject continues to see important breakthroughs. This book provides an introduction to the circle method that is accessible to undergraduate students with no background in number theory. The authors' goal is to show the students the elegance of the circle method and at the same time give a complete solution of the famous Waring problem as an illustration of the method. The first half of this book is a curated introduction to elementary number theory with an emphasis on topics needed for the second half. The second half showcases the two most ''classic'' applications of the circle method, to Waring's problem (following Hardy-Littlewood-Hua) and to Goldbach's conjectures (following Vinogradov, with improvements by Vaughan). This text is suitable for a one-semester undergraduate course or for independent study and will be a great entry point into this fascinating area of research., The circle method, pioneered by Ramanujan and Hardy in the early 20th century, has over the past 100 years become part of the standard tool chest of analytic number theory. Its scope of applications is ever-expanding, and the subject continues to see important breakthroughs. This book provides an introduction to the circle method that is ......, The circle method, pioneered by Ramanujan and Hardy in the early 20th century, has over the past 100 years become part of the standard tool chest of analytic number theory. Its scope of applications is ever-expanding, and the subject continues to see important breakthroughs. This book provides an introduction to the circle method that is accessible to undergraduate students with no background in number theory. The authors' goal is to show the students the elegance of the circle method and at the same time give a complete solution of the famous Waring problem as an illustration of the method. The first half of this book is a curated introduction to elementary number theory with an emphasis on topics needed for the second half. The second half showcases the two most ""classic"" applications of the circle method, to Waring's problem (following Hardy-Littlewood-Hua) and to Goldbach's conjectures (following Vinogradov, with improvements by Vaughan). This text is suitable for a one-semester undergraduate course or for independent study and will be a great entry point into this fascinating area of research.
LC Classification Number
QA241.M853 2023
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