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A biharmonic maximum principle for hyperbolic surfaces
Published/Copyright:
January 23, 2006
Published Online: 2006-01-23
Published in Print: 2002-08-26
Copyright © 2002 by Walter de Gruyter GmbH & Co. KG
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Articles in the same Issue
- Large localizations of finite simple groups
- A biharmonic maximum principle for hyperbolic surfaces
- Evolution of hypersurfaces in central force fields
- Does diffusion determine the body?
- The irreducibility of the Bessel polynomials
- On certain analogies between knots and primes
- On the density of discriminants of cyclic extensions of prime degree
- C*-algebras, dynamical systems at infinity and the essential spectrum of generalized Schrödinger operations
Articles in the same Issue
- Large localizations of finite simple groups
- A biharmonic maximum principle for hyperbolic surfaces
- Evolution of hypersurfaces in central force fields
- Does diffusion determine the body?
- The irreducibility of the Bessel polynomials
- On certain analogies between knots and primes
- On the density of discriminants of cyclic extensions of prime degree
- C*-algebras, dynamical systems at infinity and the essential spectrum of generalized Schrödinger operations
