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On general solvability properties of p-Laplacian-like equations

Citace: [] DRÁBEK, P., SIMADER, C. On general solvability properties of p-Laplacian-like equations. Mathematica Bohemica, 2002, roč. 127, č. 1, s. 103-122. ISSN: 0862-7959
Druh: ČLÁNEK
Jazyk publikace: eng
Anglický název: On general solvability properties of p-Laplacian-like equations
Rok vydání: 2002
Autoři: Pavel Drábek , Christian G. Simader
Abstrakt EN: We discuss how the choice of the functional setting and the definition of the weak solution affect the existence and uniqueness of the solution to the equation $-Delta_p u = f in \Omega$, where $\Omega$ is a very general domain in $R^N$, including the case $\Omega=R^N$.
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