PARTIAL REGULARITY RESULTS FOR NON-LINEAR ELLIPTIC SYSTEMS.
Abstract
The paper discusses solutions z = (z superscript 1, ..., z superscript N), in which each z superscript i belongs to the Sobolev space (H subscript k, superscript mi) (G) for some mi = or > 1, of the equations the integral over G of (summation from i = 1 to i = N, summation sign, subscript (absolute value of alpha = or < mi), zeta superscript i, prefix subscript alpha, A subscript i, superscript alpha, (x, D3) dx) = o for all zeta epsilon C subscript c, superscript infinity symbol, (G).
Document Details
- Document Type
- Technical Report
- Publication Date
- Jun 01, 1967
- Accession Number
- AD0655293
Entities
People
- Charles B. Morrey Jr.
Organizations
- University of California, Berkeley