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
