1. Introduction to quantum measurement theory; Part I. One Quantum Foundations: 2. Two faces of quantum nonlocality and two interpretations of quantum state; 3. Bohr's principle of complementarity and its contextual basis; 4. Information interpretations of quantum mechanics; 5. Quantum postulate as the seed of complementarity principle; Part II. Bell Inequalities: 6.

Bell inequality: incompatibility vs. nonlocality; 7. Quantum versus classical entanglement: lessons from optics; 8. Original Bell inequality and experiment; 9. Maximal violation of original Bell inequality: two-qubit and -qutrit states; Part III. Contextuality: Mathematical Modeling and Interpretation: 10. Contextual approach to probability and measurement; 11. Contextual structuring of classical and quantum physics; 12.

Växjö interpretation; Part IV. Contextual Entanglement in Quantum and Classical Physics: 13. Probabilistic entanglement of quantum observables; 14. Brownian motion: classical and semiclassical entanglement; Part V. Hertz, Boltzmann, Schrödinger, and De Broglie on Hidden Parameters: 15. Bild conception for scientific theory; 16. Prequantum classical statistical field theory (PCSFT); Part VI. Further Developments: 17.

QBism vs. Ozawa's intersubjectivity theorem; 18. Quantum-like modeling in biology, cognition, and decision making; 19. Noncommutative probability in classical systems from experimental contextuality; References; Index.