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I am reading the intro chapter in Huzihiro Araki's Mathematical Theory of Quantum Fields, which discusses the general notions of states, measurements, and observables (e.g. the topology on the sets of states, symmetries, pure/mixed states. etc.) in a manner that is applicable to both classical and quantum mechanics. The chapter is a little wordy and unclear. I was wondering if you guys know of any other book that discusses similar topics.

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Hi Joe, and welcome to Physics Stack Exchange! We only allow a limited number of book recommendations on this site, for the standard textbooks in various areas. You might want to check in the quantum mechanics section of this question and see if you find anything helpful. – David Zaslavsky♦ Aug 5 '12 at 1:03

closed as too localized by David Zaslavsky♦ Aug 5 '12 at 1:02

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