Contents Introduction vii Lecture 1. Origins in Single Operator theory 1 Lecture 2. Triangulär and quasitriangular Operator algebras 9 Lecture 3. Brief on quantum mechanics and Schrödinger Operators 17 Lecture 4. Nonselfadjoint Operator algebras and the Feynman-Kac formula . . .29 Lecture 5. Commutative subspace lattices 41 Lecture 6. Reflexive Operator algebras 51 Lectures 7 and 8. Hyperreflexive Operator algebras 61 Lecture 9. The absorption principle 73 Lecture 10. Similarity of reflexive Operator algebras 85 References 91
Purchased from American Mathematical Society for the exclusive use of nofirst nolast (email unknown) Copyright 1984 American Mathematical Society. Duplication prohibited. Please report unauthorized use to cust-serv@ams.org. Thank You! Your purchase supports the AMS' mission, programs, and services for the mathematical community.
