Classical potential theory

by David H. Armitage, Stephen J. Gardiner

Our starting point is Laplace's equation h = 0 on an open subset of RN, where = 2/x21 + . . . + 2/x2N.

Seminar on potential theory, II

by Heinz Bauer

Potential theory and right processes

by Lucian Beznea, Nicu Boboc

In this chapter we present the basic concepts concerning the potential theory associated with a sub-Markovian resolvent ...

Brownian Motion Potential Theory Moderhb

by TIAN

Brownian Motion Potential Theory Moder

by TIAN

Potential Theory

by Jürgen Bliedtner, Wolfhard Hansen

Foundations of potential theory

by O. D. Kellogg

Potential theory in the complex plane

by Thomas Ransford

Potential theory

by J. Bliedtner

Physics for scientists and engineers

by Paul A. Tipler, Gene Mosca

Geomathematically Oriented Potential Theory

by Willi Freeden

Lectures on potential theory

by M. Brelot

Potential theory

by International Conference on Potential Theory (1990 Nagoya-shi, Japan)

Foundations of potential theory

by O. D Kellogg

Introduction to potential theory

by L. L. Helms

Introduction to Potential Theory

by Hitoshi Tanaka, Hiroki Saito

Potential theory--ICPT 94

by International Conference on Potential Theory (1994 Kouty, Czech Republic)

Foundations of Potential Theory

by O. D. (Oliver Dimon) B. 1878 Kellogg

Foundations of Potential Theory

by Kellogg Oliver Dimon

foundations of theory potential theory

by oliver dimon kellogg