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Köp båda 2 för 1194 krThis book deals with 2-spinors in general relativity, beginning by developing spinors in a geometrical way rather than using representation theory, which can be a little abstract. This gives the reader greater physical intuition into the way in wh...
" an introduction to the central concepts of dynamics and special relativity . Having a dual exploration of the two under one cover offers the rare opportunity for entry-level college physics students to understand their relationships, with mathematics backing the examples and exercises paired to better understand the concepts. The result is an approach more accessible to newcomers than most, and important for anyone studying dynamics and relativity." Midwest Book Review, April 2015 "This book consists of two parts: one on classical Newtonian dynamics and one on Einsteins special relativity theory. It is a refreshingly well-written book composed in a nice style but with due attention paid to precision. [the] first part constitutes an excellent introduction to classical mechanics. The second part of the book is equally good and consists of three chapters on special relativity. Throughout the book, many examples are given and many exercises are set (and solutions supplied at the end of the book). At several places, interesting historical remarks are made and which I believe are important for a full understanding of the ideas involved. This book is a welcome addition to the literature on this subject. It is well written in a most readable style and is a comprehensive introduction to classical and relativistic mechanics." Professor Graham Hall FRSE FRAS, Institute of Mathematics, University of Aberdeen
Peter J. ODonnell is a Lecturer in the Department of Applied Mathematics and Theoretical Physics at the University of Cambridge, where he is also a Fellow of St. Edmunds College. Dr. ODonnells current research focuses on Lanczos potential theory, black holes, and quantum gravity.
DYNAMICS: The GalileoNewton Formulation of Dynamics. Particle Dynamics in One Dimension. Oscillations. Particle Dynamics in Two and Three Dimensions. Central Forces and Orbits. Multi-Particle Systems. Rigid Bodies. Rotating Reference Frames. RELATIVITY: Special Relativity. Space-Time. Relativistic Mechanics. Appendix. Solutions. Index.