1. Introduction 2. Some properties of Brownian motion and Brownian bridge 3. Basic properties of the Kolmogorov equation 4. Asymptotic behavior of the Kolmogorov equation under full heating 5. Convergence of the Kolmogorov equation in the case $\lambda> 2̂{1/2}$ 6. Hitting probabilities for Brownian bridge 7. Estimates for the Kolmogorov equation in the case $\lambda = 2̂{1/2}$ 8. Convergence of the Kolmogorov equation in the case $\lambda = 2̂{1/2}$ for finite initial mass 9. Convergence of the Kolmogorov equation in the case $\lambda = 2̂{1/2}$ for infinite initial mass
Notes
"July 1983."
Bibliography
Includes bibliographical references (pages 189-190)
