----- 布朗运动:波动,动力学和应用
1. Historical background 2. Probability theory 3. Stochastic processes 4. Einstein-Smoluchowski Theory 5. Stochastic differential equations and integrals 6. Functional integrals 7. Some important special cases 8. The Smoluchowski Equation 9. Random walk 10. Statistical mechanics 11. Stochastic equations from a statistical mechanical viewpoint 12. Two exactly treatable models 13. Brownian Motion and noise 14. Diffusion phenomena 15. Rotational diffusion 16. Polymer solutions 17. Interacting Brownian Particles 18. Dynamics, fractals, and chaos A. The applicability of Stokes Law B. Functional calculus C. An operator identity D. Euler Angles E. The Oseen Tensor F. Mutual- and self-diffusion
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