Extremal Plurisubharmonic Functions and Pluripolar Sets in C2.
Extremal plurisubharmonic functions in
Extremal problems for conditioned brownian motion and the hyperbolic metric
This paper investigates isoperimetric-type inequalities for conditioned Brownian motion and their generalizations in terms of the hyperbolic metric. In particular, a generalization of an inequality of P. Griffin, T. McConnell and G. Verchota, concerning extremals for the lifetime of conditioned Brownian motion in simply connected domains, is proved. The corresponding lower bound inequality is formulated in various equivalent forms and a special case of these is proved.
Extremal problems in the class of delta-subharmonic functions of finite order in a half-plane.
Extreme Nonmonotoneity of the Picard Principle.