Contents -- Foreword -- Part A -- 1. Will the Sun Rise Again? -- 2. Yi Huo Ran Zhun Ding Li Zhi Chu Deng Zheng Ming (Hanyu Pinyin) -- 3. Sur un theoreme de M. Gumbel -- 4. On the Probability of the Occurrence of at least m Events among n Arbitrary Events -- 5. On Mutually Favorable Events -- 6. Sur un Theoreme de Probabilites Denombrables -- 7. On the Maximum Partial Sum of Independent Random Variables -- 8. On Fluctuations in Coin-tossing -- 9. Multinomial Ratio [Paul Erdos Solves a Problem] -- 10. On the Renewal Theorem in Higher Dimensions -- 11. On a Stochastic Approximation Method -- 12. Contributions to the Theory of Markov Chains -- 13. On the Martin Boundary for Markov Chains -- 14. Sur une equation de Convolution -- 15. A Simple Proof of Doob's Convergence Theorem -- 16. Remarks on Equilibrium Potential and Energy -- 17. Maxima in Brownian Excursions -- 18. A Cluster of Great Formulas -- 19. Probabilistic Approach to Boundary Value Problems for Schrodinger's Equation -- 20. "Markov Chain Must Have a Beginning" In Memory of Prof. Loo-Keng Hua -- 21. Sul Problema del ritorno all'equilibrio -- PartB -- 1. Continuous Parameter Markov Chains -- 2. Probabilistic Methods in Markov Chains -- 3. Markov Processes with Infinities -- 4. On Diverse Questions of Time Reversing in Markov Chains (and Processes) -- 5. Boundary Behavior of Markov Chains and its Contributions to General Processes -- 6. On the Fundamental Hypotheses of Hunt Processes -- 7. Probability Methods in Potential Theory -- PartC -- 1. Hsu's Work in Probability -- 2. Reminiscences of some of Paul Levy's Ideas in Brownian Motion and in Markov Chains -- 3. Polya' s Work in Probability -- 4. Reminiscences of one of Doeblin's Papers -- 5. Probability and Doob -- 6. In Memory of Levy and Frechet -- 7. Book Review: Stochastic Processes.

8. Book Review: Wahrscheinlichkeitsrechnung mit einem Anhang uber Informations-theorie -- 9. Book Review An Introduction to Probability Theory and its Applications 2 2nd ed -- 10. Mathematics and Applications.