Contextual Approach to Quantum Formalism

Part I. Quantum and Classical Probability

1. Quantum Mechanics: Postulates andInterpretations
Andrei Khrennikov

2. Classical Probability Theories
Andrei Khrennikov

Part II. Contextual Probability and Quantum-Like Models

3. Contextual Probability and Interference
Andrei Khrennikov

4. Quantum-Like Representation of Contextual Probabilistic Model
Andrei Khrennikov

5. Ensemble Representation of Contextual Statistical Model
Andrei Khrennikov

6. Latent Quantum-Like Structure intheKolmogorov Model
Andrei Khrennikov

7. Interference of Probabilities from Law of Large Numbers
Andrei Khrennikov

Part III. Bell’s Inequality

8. Probabilistic Analysis of Bell’s Argument
Andrei Khrennikov

9. Bell’s Inequality for Conditional Probabilities
Andrei Khrennikov

10. Frequency Probabilistic Analysis of Bell-Type Considerations
Andrei Khrennikov

11. Original EPR-Experiment: Local Realistic Model
Andrei Khrennikov

Part IV. Interrelation between Classical and Quantum Probabilities

12. Discrete Time Dynamics
Andrei Khrennikov

13. Noncommutative Probability in Classical Disordered Systems
Andrei Khrennikov

14. Derivation of Schrödinger’s Equation intheContextual Probabilistic Framework
Andrei Khrennikov

Part V. Hyperbolic Quantum Mechanics

15. Representation of Contextual Statistical Model by Hyperbolic Amplitudes
Andrei Khrennikov

16. Hyperbolic Quantum Mechanics as Deformation of Conventional Classical Mechanics
Andrei Khrennikov

Nyckelord: Physics, Quantum Physics, Probability Theory and Stochastic Processes, Quantum Computing, Information and Physics, Statistical Physics, Mathematical and Computational Physics