THEORY OF ELLIPTIC BOUNDARY PROBLEMS.
Final technical rept.,
BRITISH COLUMBIA UNIV VANCOUVER DEPT OF MATHEMATICS
Pagination or Media Count:
Investigations cover the behavior of the eigenvalues of singular linear elliptic operators, with special interest in problems involving unbounded domains and singular coefficients the problem of determining conditions on an unbounded domain in Euclidean n-space which are necessary or sufficient for the compactness of a Sobolev space imbedding the existence of solutions of generalized stationary Navier-Stokes equations on a bounded open subset of Euclidean n-space and study of sufficient conditions for a linear elliptic differential equation to be non-oscillatory in a suitable unbounded domain in n-dimensional Euclidean space. Author
- Theoretical Mathematics