----- 双曲动力学和布朗运动:导论
Introduction Summary 1. The Lorentz-Mobius group PSO(1 d) 2. Hyperbolic Geometry 3. Operators and Measures 4. Kleinian groups 5. Measures and flows on GAMMA/F2 6. Basic Ito Calculus 7. Brownian motions on groups of matrices 8. Central Limit Theorem for geodesics 9. Appendix relating to geometry 10. Appendix relating to stochastic calculus 11. Index of notation, terms, and figures References
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