Abstract
In this article a Robin problem for a class of n-order elliptic systems with a singular line in an unbounded angular domain is solved.
Keywords.: n-order; elliptic system; singular line; boundary value problem; angular domain; Wronskian; fundamental system
Received: 2010-10-19
Revised: 2010-12-07
Published Online: 2011-01-20
Published in Print: 2011-May
© de Gruyter 2011
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Keywords for this article
n-order;
elliptic system;
singular line;
boundary value problem;
angular domain;
Wronskian;
fundamental system
Articles in the same Issue
- The orthogonal complement relative to the functor extension of the class of all Gorenstein flat modules
- D'Alembert's functional equations on hypergroups
- Lax's difference scheme for a system of two equations in the quarter plane
- On a measure induced by a quadratic differential
- Boundary value problems in a fan-shaped domain
- Cauchy–Pompeiu representations for higher order elliptic equations in the unit ball
- Existence results for a mixed boundary value problem with Sturm–Liouville equation
- On solutions of a nonlinear wave equation derived from brain activity modeling
- On the existence of nonoscillatory solutions of third-order nonlinear differential equations
- About a class of n-order elliptic systems in the plane with a singular line and Fuchs operator in the differential part
- Discretization error of wavelet coefficient for fractal like processes
- On asymptotic eigenvalue distribution and trace formula of second order operator-differential equation