Twistor Geometry and Field Theory

This Book Deals With The Twistor Treatment Of Certain Linear And Non-Linear Partial Differential Equations In Mathematical Physics. The Description In Terms Of Twistors Involves Algebraic And Differential Geometry And Several Complex Variables And Results In A Different Kind Of Setting That Gives A New Perspective On The Properties Of Space-Time And Field Theories. The Book Is Designed To Be Used By Mathematicians And Physicists And So The Authors Have Made It Reasonably Self-Contained. The First Part Contains A Development Of The Necessary Mathematical Background. In The Second Part Yang-Mills Fields And Gravitational Fields (The Basic Fields Of Contemporary Physics) Are Described At The Classical Level. In The Final Part The Mathematics And Physics Are Married To Solve A Number Of Field-Theoretical Problems.