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This book is THE book to use for any graduate quantum mechanics course. Most graduate programs in the country make the mistake of rushing their graduate QM courses into quantum field theory. This decision is made possible only by sacrificing the advanced non-relativistic QM (say, at the level of Schiff) and introductory relativistic QM (at the level of this book) that is necessary in order to really understand QFT. This book fights that trend by covering in detail the topics that are thrown by the wayside in the traditional coverage, spending (investing?) page after page on topics that barely merit an exercise or a footnote in more traditional treatements. As just one example, Dirac's equation is solved for the square potential well and for the hydrogenic atom in full detail, without resorting to the usual "standard methods can be used to show that..." This book is not a replacement to Bjorken & Drell or Itzykson & Zuber; what it does (and does well) is to cover the material that those books don't cover properly (or at all) because their mission is a different one. It belongs on the bookshelf of every physicist or physics student who was denied the opportunity to really master this material before jumping into quantum field theory. They can self-teach it using this book; I did. The only serious issues with the book are the very large number of typos (but the reader who is following the discussion will have no problem spotting these) and the poor binding from which pages fall out after heavy use (and you will be giving the book a lot of use).

this is a part of greiner's theoretical physics series. this physics series have been used as a standard textbook in many schools, and its original german editions have been educating generations of german physicists. except for some problem in the translations, this physics series is excellent.