4. Mathematics
  5. Operator Algebras

Bernd Ammann

Mathematics – Operator Algebras

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Scientist

IECN
IECN, Universitaet Regensburg
University Freiburg and CUNY New York
UNIVERSITAET Regensburg

A comparison of the eigenvalues of the Dirac and Laplace operator on the two-dimensional torus

Mathematics – Differential Geometry
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A spinorial analogue of Aubin's inequality

Mathematics – Differential Geometry
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An obstruction for the mean curvature of a conformal immersion S^{n}-> R^{n+1}

Mathematics – Differential Geometry
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Complex powers and non-compact manifolds

Mathematics – Operator Algebras
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Dirac eigenvalue estimates on surfaces

Mathematics – Differential Geometry
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