Examples of using Potential theory in English and their translations into Danish
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and classical potential theory and its probabilistic counterpart.
for his book on potential theory not only led to him receiving the Prince Jablonowski Prize,
The first half concerns the potential theory of the Laplace operator(i.e. classical potential theory) and of the heat operator
Zund writes in of his contributions to potential theory: He pioneered the use of general notions of integration
the asymptotic potential theory applied to vortex tubes,
the asymptotic potential theory applied to vortex tubes,
developing in parallel potential theory and part of the theory of stochastic processes.
double integrals and potential theory to the Russian Academy of Sciences.
Levi-Civita's work on asymptotic potential for slender tubes is at the core of the mathematical formulation of potential theory and capacity theory. .
He wrote an important two volume treatise on potential theory and spherical functions Theorie des Potentials und der Kugelfunktionen 1909, 1921.
His interest in potential theory went back to 1955 when he was invited to speak at the Berkeley Symposium on Probability and Statistics.
Boggio was mainly interested in mathematical physics and potential theory after his work with Peano when he held the assistant position in Turin.
algebraic topology and potential theory, producing significant developments in all these areas.
such as mechanics and potential theory.
however, taking the slightly less advanced course on potential theory.
He wrote Riemanns Theorie der algebraischen Funktionen und ihre Integrals in 1882 which treats function theory in a geometric way connecting potential theory and conformal mappings.
related to the work he had done on potential theory for his doctorate.
Further important texts published by him were his Borel tract on the Lebesgue integral(1916), approximation theory(1919), mechanics(1924), and potential theory 1937.
developing in parallel potential theory and part of the theory of stochastic processes.
At Halle, Heine taught a variety of courses such as: potential theory and its applications, number theory,