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Elements of the history of Quantum Mechanics I
Elements of the history of Quantum Mechanics II
Axioms, states, observables, measurement, difficulties
Entanglement, decoherence, Bell?s inequalities, alternative theories
Automorphisms; Quantum dynamics; Theorems of Wigner, Kadison, Segal; Continuity and generators
Operators on Hilbert spaces I; Basic elements
Quadratic forms
Properties of free motion, Anholonomy, Geometric phase
Elements of C ?-algebras, GNS representation, automorphisms and dynamical systems
Derivations and generators. K.M.S. condition. Elements of modular structure. Standard form
Semigroups and dissipations. Markov approximation
Quantum dynamical semigroups I
Positivity preserving contraction semigroups on C ?-algebras
Conditional expectations
Complete Dissipations
Weyl system, Weyl algebra, lifting symplectic maps
Magnetic Weyl algebra
A Theorem of Segal
Representations of Bargmann, Segal, Fock
Second quantization
Other quantizations (deformation, geometric).
Elements of the history of Quantum Mechanics II
Axioms, states, observables, measurement, difficulties
Entanglement, decoherence, Bell?s inequalities, alternative theories
Automorphisms; Quantum dynamics; Theorems of Wigner, Kadison, Segal; Continuity and generators
Operators on Hilbert spaces I; Basic elements
Quadratic forms
Properties of free motion, Anholonomy, Geometric phase
Elements of C ?-algebras, GNS representation, automorphisms and dynamical systems
Derivations and generators. K.M.S. condition. Elements of modular structure. Standard form
Semigroups and dissipations. Markov approximation
Quantum dynamical semigroups I
Positivity preserving contraction semigroups on C ?-algebras
Conditional expectations
Complete Dissipations
Weyl system, Weyl algebra, lifting symplectic maps
Magnetic Weyl algebra
A Theorem of Segal
Representations of Bargmann, Segal, Fock
Second quantization
Other quantizations (deformation, geometric).