SOME RESULTS IN THE CLASSIFICATION THEORY OF RIEMANNIAN MANIFOLDS.
CALIFORNIA UNIV LOS ANGELES DEPT OF MATHEMATICS
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Classification theory deals with the problem of deciding which Riemann surfaces or Riemannian manifolds can carry nonconstant analytic or harmonic functions with certain restrictive properties. Depending on these properties, the author defines various null classes of manifolds and considers their function-theoretic and metric characteristics as well as inclusion relations between them. Author
- Theoretical Mathematics