Über die Nichtexistenz der Eigenwerte des Laplace-Operators in einigen unbeschränkten Gebieten
Neittaanmäki, P. (1982). Über die Nichtexistenz der Eigenwerte des Laplace-Operators in einigen unbeschränkten Gebieten. ZAMM 62, T295-T297.
Published in
ZAMMAuthors
Date
1982Access restrictions
Copyright
© Wiley
Publisher
WileyISSN Search the Publication Forum
0044-2267Metadata
Show full item recordCollections
License
Related items
Showing items with similar title or keywords.
-
Reuna-Harnack -periaatteesta
Kontoniemi, Teemu (2008) -
Poissonin yhtälö ja Greenin funktio
Puustinen, Ipa (2019)Tämän tutkielman tarkoituksena on muodostaa ratkaisufunktiot Laplacen ja Poissonin yhtälöille avaruudessa $\mathbb{R}^n$ ja sen avoimen osajoukon tapauksessa. Laplacen yhtälön avulla voidaan määritellä muun muassa harmoniset ... -
Calderón's problem for p-laplace type equations
Brander, Tommi (University of Jyväskylä, 2016)We investigate a generalization of Calderón’s problem of recovering the conductivity coefficient in a conductivity equation from boundary measurements. As a model equation we consider the p-conductivity equation div σ ... -
Gradient and Lipschitz Estimates for Tug-of-War Type Games
Attouchi, Amal; Luiro, Hannes; Parviainen, Mikko (Society for Industrial and Applied Mathematics, 2021)We define a random step size tug-of-war game and show that the gradient of a value function exists almost everywhere. We also prove that the gradients of value functions are uniformly bounded and converge weakly to the ... -
Enclosure method for the p-Laplace equation
Brander, Tommi; Kar, Manas; Salo, Mikko (Institute of Physics Publishing Ltd.; Institute of Physics, 2015)Abstract. We study the enclosure method for the p-Calderon problem, which is a nonlinear generalization of the inverse conductivity problem due to Calderon that involves the p-Laplace equation. The method allows one to ...