MASSIVE SAVINGS JUST FOR YOU!
VIEW DEALS

Introduction To Algebraic Geometry



This is a textbook on algebraic geometry, written by the renowned mathematician, university professor, author, and World War II codebreaker W. Gordon Welchman. It covers the foundations of the subject, as well as more complex topics such as metrical geometry, the application of matrix algebra, and invariants and covariants. The book also places much emphasis on the application of techniques, rathe... more details
Key Features:
  • Covers the foundations of algebraic geometry, as well as more complex topics
  • Places much emphasis on the application of techniques, rather than on the elementary principles of the subject
  • An easy read for those without a background in geometry, and valuable to scholars of mathematics as well as to anyone with an interest in the history of education.


R1 264.00 from Loot.co.za

price history Price history

   BP = Best Price   HP = Highest Price

Current Price: R1 264.00

loading...

tagged products icon   Similarly Tagged Products

Features
Brand Unbranded
Model Number 9781316601808
Description
This is a textbook on algebraic geometry, written by the renowned mathematician, university professor, author, and World War II codebreaker W. Gordon Welchman. It covers the foundations of the subject, as well as more complex topics such as metrical geometry, the application of matrix algebra, and invariants and covariants. The book also places much emphasis on the application of techniques, rather than on the elementary principles of the subject. This makes it an easy read for those without a background in geometry, and it will be of great value to scholars of mathematics as well as to anyone with an interest in the history of education.

Originally published in 1950 and written by the renowned mathematician, university professor, author and World War II codebreaker W. Gordon Welchman (1906-85), this textbook contains a treatment of projective geometry and provides a solid introduction to similar studies in space of more than two dimensions. The first three chapters analyse and establish the necessary foundations of the subject, whilst the remaining chapters are primarily concerned with the theory of conics, engaging with more complex topics such as metrical geometry, the application of matrix algebra, and invariants and covariants. The book also places much emphasis on the application of techniques rather than on the elementary principles of the subject and this is made easier by using algebraic foundations rather than purely geometrical axioms. This informative and insightful book will be of considerable value to scholars of mathematics as well as to anyone with an interest in the history of education.
This site is protected by reCAPTCHA and the Google Privacy Policy and Terms of Service apply.