• Prologue; Part I. Historical: 1. Cosmology myths and primitive notions; 2. First qualitative physics: the Newton-Bentley exchange; 3. Glimpses of structure; 4. Number counts and distributions; 5. Seeds of grand creation; 6. Clusters versus correlations; 7. The expanding search for homogeneity; Part II. Descriptions of Clustering: 8. Patterns and illusions; 9. Percolation; 10. Minimal spanning trees; 11. Topology; 12. Fractals; 13. Bound clusters; 14. Correlation functions; 15. Distribution functions; Part III. Gravity and Correlation Functions: 16. The growth of correlations: I. A fluid description; 17. The growth of correlations: II. A particle description; 18. General correlation properties; 19. Computer simulations; 20. Simulations and observations of two-particle correlations; Part IV. Gravity and Distribution Functions: 21. General properties of distribution functions; 22. Dynamics of distribution functions; 23. Short review of basic thermodynamics; 24. Thermodynamics and gravity; 25. Thermodynamic formulation of the cosmological many-body problem; 26. The functional form of b(n,T); 27. Derivation of the spatial distribution function; 28. Properties of the spatial gravitational quasi-equilibrium distribution; 29. The velocity distribution function; 30. Evolution of the GQED; Part V. Computer Experiments for Distribution Functions: 31. Spatial distribution functions; 32. Velocity distribution functions; Part VI. Observations of Distribution Functions: 33. Observed spatial distribution functions; 34. Observed peculiar velocity distribution functions; 35. Observed evolution of distribution functions; Part VII. Future Unfoldings: 36. Galaxy merging; 37. Dark matter again; 38. Initial states; 39. Ultimate fates; 40. Epilogue; Bibliography; Index.

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