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2008
Abstract This chapter is an introduction to elliptic equations. These often provide models for equilibrium situations in physics or other sciences. In general relativity they are also important as a tool for studying the set of solutions of the constraints.
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Abstract This chapter is an introduction to elliptic equations. These often provide models for equilibrium situations in physics or other sciences. In general relativity they are also important as a tool for studying the set of solutions of the constraints.
+4 more sources
ELLIPTIC EQUATIONS IN UNBOUNDED DOMAINS
Mathematics of the USSR-Sbornik, 1971A linear differential operator in of elliptic type, with varying coefficients, is considered along with a boundary value problem for such an operator in the exterior of a bounded region. Certain conditions on the symbol of the operator are assumed, the formulation of which involves lower-order terms.
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On Degenerating Elliptic Equations
Theory of Probability & Its Applications, 1969openaire +3 more sources
The multi elliptic‐localized solutions and their asymptotic behaviors for the mKdV equation
Studies in Applied Mathematics, 2023Liming Ling, Xuan Sun
exaly
An elliptic partial differential equation and its application
Applied Mathematics Letters, 2020Dragos-Patru Covei, Traian A Pirvu
exaly