Lectures in mathematics : Kyoto University

vol. 11

Lectures on infinite interacting systems / by D.W.Strook


Preface 1
I. Background 2
II. Glauber Type Models 4
III. The Case of No Interaction 5
IV. A Little Functional Analysis 7
V. The Martingale Problem for L 15
VI. Existence and Elementary Consequences of Uniqueness 19
VII. The Question of Uniqueness ; a Counterexample 22
VIII. Uniqueness Under Liggett's Condition 24
IX. A Perturbation Technique 33
X. Dual Processes 43
XI. Free Energy Methods 53
XII. In One and Two Dimensions, All Stationary Measures are Gibbsian 64
XIII. Open Problems 69

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