Introduction to Quantum Mechanics

Part I. Theory:
1. The wave function
2. Time-independent Schrodinger equation
3. Formalism
4. Quantum mechanics in three dimensions
5. Identical particles
6. Symmetry
Part II. Application:
7. Time-independent perturbation theory
8. The variational principle
9. The WKB approximation
10. Scattering
11. Quantum dynamics
12. Afterword
Appendix A. Linear algebra
Index.

John Dold is a professor of applied mathematics, having trained in physics, mathematics and (briefly) history. Apart from some purely experimental studies, particularly of fire behaviour, his research primarily makes use of partial differential equations to model practical problems, including water waves and combustion phenomena. He founded the journal Combustion Theory and Modelling and he has organised or helped to organise major conferences on combustion research. In his teaching of mathematical methods and their application to various physical phenomena he has written a number of coursework texts.

David Griffiths trained originally as an applied mathematician and has spent his academic career as a numerical analyst at the University of Dundee specialising in the numerical solution of partial differential equations.

David Silvester is a Professor in the School of Mathematics at The University of Manchester. His research concerns numerical solution of partial differential equations, computational fluid dynamics, uncertainty quantification, and high performance computing.