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A Quasi-Linear Elliptic Boundary Value Problem
Published online by Cambridge University Press: 20 November 2018
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Let Ω be a bounded open set in Euclidean n-space, En. Let α = (α1, … , an) be an n-tuple of non-negative integers;
and denote by Qm the set ﹛α| 0 ⩽ |α| ⩽ m}. Denote by x = (x1, … , xn) a typical point in En and put
In this paper we establish, under certain circumstances, the existence of weak and classical solutions of the quasi-linear Dirichlet problem
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- Copyright © Canadian Mathematical Society 1966
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