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Plane Ellipticity and Related Problems
About this Title
Robert P. Gilbert, Editor
Publication: Contemporary Mathematics
Publication Year:
1982; Volume 11
ISBNs: 978-0-8218-5012-1 (print); 978-0-8218-7597-1 (online)
DOI: https://doi.org/10.1090/conm/011
MathSciNet review: 669227
Table of Contents
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Front/Back Matter
Articles
- A. K. Aziz, M. R. Dorr and R. B. Kellogg – The finite element method and nonlocal boundary conditions for scattering problems
- H. Begehr and R. P. Gilbert – Boundary value problems associated with first order elliptic systems in the plane [MR 02]
- John C. Bruch, Jr. and James M. Sloss – Coupled variational inequalities for flow from a nonsymmetric ditch [MR 03]
- J. L. Buchanan – Bers-Vekua equations of two complex variables [MR 04]
- R. Delanghe and F. Sommen – Fourier analysis on the unit sphere: a hypercomplex approach [MR 05]
- Gerald N. Hile – Function theory for generalized Beltrami systems [MR 06]
- Robert A. Hummel – On a variational inequality for the hodograph method [MR 07]
- Heinrich Begehr and George C. Hsiao – Nonlinear boundary value problems of Riemann-Hilbert type [MR 08]
- Pertti Lounesto – Spinor valued regular functions [MR 09]
- Peter A. McCoy – Approximate solutions of an elliptic equation on select domains [MR 10]
- M. H. Protter – Gradient bounds for a class of second order elliptic equations [MR 11]
- Herbert H. Snyder – Elliptic systems in the plane associated with certain partial differential equations of deformable media [MR 12]
- F. Trèves – A homogeneous linear PDE in the plane, with smooth real coefficients, whose only solution is the zero function [MR 13]
- F. Brackx and W. Pincket – The Newtonian potential for a generalized Cauchy-Riemann operator in Euclidean space [MR 14]