THE CONCEPTS AND THEORIES OF MODERN PHYSICS
CONTENTS AN INTRODUCTION TO QUANTUM PROBABILITY MOTIVATION OBSERVABLES STATES AND CONVEXITY COMPOSITE SYSTEMS DYNAMICS AND MEASUREMENTS REFERENCES COVARIANT MAPPINGS FOR THE DESCRIPTION OF MEASUREMENT, DISSIPATION AND DECOHERENCE IN QUANTUM MECHANICS INTRODUCTION QUANTUM MECHANICS AS QUANTUM PROBABILITY OPEN SYSTEMS AND COVARIANCE QUANTUM OPEN SYSTEMS WITH TIME-DEPENDENT CONTROL THE GENERIC MODEL OF CQOS REDUCED DYNAMICS MARKOVIAN DYNAMICS WEAK-COUPLING LIMIT FOR CONSTANT HAMILTONIAN ADIABATIC CONTROL IN THE WCL CQOP IN NON-MARKOVIAN–BORN REGIME CONTROLLED SPIN-BOSON SYSTEM FIVE LECTURES ON QUANTUM INFORMATION APPLICATIONS OF COMPLEX MANY-BODY SYSTEMS LECTURE 1 LECTURE 2 LECTURE 3 LECTURE 4 LECTURE 5 NON-MARKOVIAN QUANTUM DYNAMICS AND THE METHOD OF CORRELATED PROJECTION SUPER-OPERATORS THE STANDARD PROJECTION OPERATOR METHOD CORRELATED PROJECTION SUPER-OPERATORS GENERALIZATION OF THE LINDBLAD EQUATION CONCLUSIONS TESTING QUANTUM MECHANICS IN HIGH-ENERGY PHYSICS SHORT MANUAL TO NEUTRAL KAONS BELL INEQUALITIES IN HIGH-ENERGY PHYSICS KAONIC QUANTUM ERASER DECOHERENCE AND MEASURES OF ENTANGLEMENT FIVE LECTURES ON OPTICAL QUANTUM COMPUTING LIGHT AND QUANTUM INFORMATION TWO-QUBIT GATES AND THE KLM SCHEME CLUSTER STATES QUANTUM COMPUTING WITH MATTER QUBITS AND PHOTONS QUANTUM COMPUTING WITH OPTICAL NONLINEARITIES QUANTUM INFORMATION AND RELATIVITY: AN INTRODUCTION CAUSALITY AND DISTRIBUTED MEASUREMENTS QUANTUM LORENTZ TRANSFORMATIONS IMPLICATIONS OF QUANTUM LORENTZ TRANSFORMATIONS COMMUNICATION CHANNELS ENTANGLEMENT AND DIFFERENT LORENTZ OBSERVERS BEYOND SPECIAL RELATIVITY