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The Dirichlet Problem for a Hyperbolic Equation

American Journal of Mathematics, 1941
Es wird das Problem behandelt, ein solches Paar stetiger Funktionen \( f(x), g(y) \), \( (a \leqq x \leqq b, \alpha \leqq y \leqq \beta) \) zu finden, daß \( f(x)+g(y) \) gegebene stetige Werte \( v \) auf dem Rand \( C \) eines gegebenen, im Rechtecke \( a \leqq x \leqq b, \alpha \leqq y \leqq \beta \) enthaltenen konvexen Bereiches \( B \) annimmt ...
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The Dirichlet Problem

1991
This chapter is devoted to studying boundary value problems for second-order elliptic equations. The variational (also known as Hilbert space) approach to the Dirichlet problem is emphasized. Maximum principles are discussed in §5.10 and §5.11, which are independent of the preceding sections and are essential reading along with §5.1, §5.2, and §5.3 ...
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On Dirichlet's Problem

American Journal of Mathematics, 1937
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Noncoercive nonlinear Dirichlet problems in unbounded domains

Nonlinear Analysis: Theory, Methods & Applications, 2020
Emilia Anna Alfano, Sara Monsurrò
exaly  

Twin Solutions to Singular Dirichlet Problems

Journal of Mathematical Analysis and Applications, 1999
Ravi P Agarwal
exaly  

Regularity of spectral fractional Dirichlet and Neumann problems

Mathematische Nachrichten, 2016
Gerd Grubb
exaly  

Discontinuous viscosity solutions to dirichlet problems for hamilton-jacob1 equations with

Communications in Partial Differential Equations, 1993
Pierpaolo Soravia
exaly  

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