Quantum Zero-Error Information Theory

0. Introduction 1. Fundamentals of Quantum Mechanics a) Representing information b) Processing information c) Measuring information d) Density operator e) Quantum mechanics postulates f) POVM Measurement g) Further reading 2. Fundamentals of Information Theory a) Classical Information Theory b) Quantum Information Theory c) Further reading 3. Classical Zero-Error Information Theory a) Historical background b) Zero-error capacity c) Representation in graphs d) Lovász theta function e) Zero-error capacity of joint systems f) Further reading 4. Quantum Zero-Error Information Theory a) Quantum zero-error capacity b) Representation in graphs c) Relations with Holevo-Schumacher-Westmoreland capacity d) Further reading 5. Quantum Zero-Error Secrecy Capacity a) Decoherence-Free Subspaces and Subsystems b) Quantum Secrecy Capacity c) Defining the Quantum Zero-Error Secrecy Capacity d) Representation in graphs e) Security Analysis f) Further reading 6. Zero-Error Accessible Information of a Quantum Source a) Accessible Information of Quantum Source b) Zero-Error Accessible Information of a Quantum Source c) Representation in graphs d) Further reading 7. Recent Developments in Quantum Zero-Error Information Theory a) Alternative definitions b) Superactivation of Quantum Zero-Error Capacity c) Practical implementations d) Further reading