Seminar on Stochastic Processes, 1989

Front Matter....Pages i-vii
A Probabilistic Proof of the Boundary Harnack Principle....Pages 1-16
Logarithmic Sobolev Inequalities of Symmetric Diffusions....Pages 17-22
Rescaling the Vacancy of a Boolean Coverage Process....Pages 23-33
The Blumenthal-Getoor-McKean Theorem Revisited....Pages 35-57
Local Times, Occupation Times, and the Lebesgue Measure of the Range of a Levy Process....Pages 59-73
Martingale Problems Associated with the Boltzmann Equation....Pages 75-122
Probabilistic Methods in Differential Geometry....Pages 123-134
Probabilistic Methods in Schrödinger Equations....Pages 135-164
Stochastic Variational Principle of Schrödinger Processes....Pages 165-175
The High Contact Principle in Optimal Stopping and Stochastic Waves....Pages 177-192
Continuity of Solutions of Schrödinger Equation....Pages 193-195
Stationary Solutions for Bilinear Systems with Constant Coefficients....Pages 197-206
Gaugeability for Unbounded Domains....Pages 207-214
Correction to: Some Formulas for the Energy Functional of a Markov Process....Pages 215-215