Spring Lectures N. 9: Viscosity Solutions of Hamilton-Jacobi Equations (1986).

Principal Lecturer: Michael G. Crandall (University of Wisconsin)

Lecture notes are available.

Contributions by:

R. Gariepy, "Blow-up, compactness and partial regularity in the Calculus of Variations.".

P. E. Souganidis, "Large Deviations and Viscosity Solutions",

S. Lenhart, "Viscosity Solutions associated with switching control problem for piecewise-deterministic processes"

R. R. Jensen, "Uniqueness of second order viscosity solutions"

N. Yamada, "the Hamilton Jacobi Bellman equation with gradient constraint"

E. N. Barron, "Pontryagin's maximum principle and viscosity solutions to the Bellman equation"

H. M. soner, "The propagation of singularities of the viscosity solutions"

H. Ishii, "On representation of solutions for Hamilto-Jacobi equations"

R. Sanders, "Approximation techniques for first order partial differential equations"

J. H. G. Fu, "Geometric properties of semi-concave functions".

R. T. Newcomb, "Viscosity solutions at the boundary"

H. Engler, "Boundary value and no boudnary value problems: Existence and regularity of solutions"