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Potential theory
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==References== {{reflist}} * {{springer|author=A.I. Prilenko, E.D. Solomentsev|id=p/p074140|title=Potential theory}} * {{springer|author=E.D. Solomentsev|id=p/p074150|title=Abstract potential theory}} *[[Sheldon Axler|S. Axler]], P. Bourdon, W. Ramey (2001). ''Harmonic Function Theory'' (2nd edition). Springer-Verlag. {{isbn|0-387-95218-7}}. *[[Oliver Dimon Kellogg|O. D. Kellogg]] (1969). ''Foundations of Potential Theory''. Dover Publications. {{isbn|0-486-60144-7}}. *L. L. Helms (1975). ''Introduction to potential theory''. R. E. Krieger {{isbn|0-88275-224-3}}. * [[Joseph L. Doob|J. L. Doob]]. ''Classical Potential Theory and Its Probabilistic Counterpart'', Springer-Verlag, Berlin Heidelberg New York, {{isbn|3-540-41206-9}}. *{{cite arXiv |author1 = James Laurie Snell |author2 = Peter G. Doyle | authorlink1 = James Laurie Snell | authorlink2 = Peter G. Doyle | eprint= math/0001057| title= Random Walks and Electric Networks | year= 2000 }} * {{PlanetMath attribution|id=6659|title=potentialtheory}} {{Industrial and applied mathematics}} {{Authority control}} [[Category:Potential theory| ]] [[Category:Partial differential equations]] [[Category:Mathematical physics]]
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