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Institution

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Universität Bayreuth
Mathematisches Institut
Lehrstuhl Mathematik II - Computeralgebra

Address Universitätsstraße 30
95447 Bayreuth
Deutschland

GERiT This institution in GERiT

95447 Bayreuth

Projects

Heisenberg Fellowships
- Completed projects
  - Mathematik
    (Applicant Stoll, Michael )
Research Grants
- Current projects
  - Verification of strong BSD for elliptic curves and abelian surfaces over totally real number fields
    (Applicant Stoll, Michael )
- Completed projects
  - An explicit theory of heights for hyperelliptic Jacobians
    (Applicants Müller, Jan Steffen ; Stoll, Michael )
  - Anwendung der Mathematik und Logik des Unscharfen auf die Molekulare Strukturerkennung
    (Applicant Kerber, Adalbert )
  - Arithmetic of K3 Surfaces
    (Applicant Stoll, Michael )
  - Canonical Heights on Hyperelliptic Jacobians
    (Applicant Stoll, Michael )
  - Durch Kombinatorik unterstützte Entwicklung neuer Precursorkeramiken
    (Applicant Wrackmeyer, Bernd )
  - Durch Kombinatorik unterstützte Entwicklung neuer Precursorkeramiken
    (Applicant Kerber, Adalbert )
  - Durch Kombinatorik unterstützte Entwicklung neuer Precursorkeramiken
    (Applicant Ziegler, Günter )
  - Konstruktive Theorie Endlicher Gruppenoperationen
    (Applicant Kerber, Adalbert )
  - q-Analoga diskreter Strukturen, ihre Konstruktion, Klassifizierung und Anwendung
    (Applicant Kerber, Adalbert )
  - The Cassels-Tate pairing for Jacobian varieties
    (Applicant Stoll, Michael )
  - The explicit Bombieri-Lang conjecture for surfaces
    (Applicants Bauer, Ingrid ; Stoll, Michael )
Priority Programmes
- Completed projects
  - Algorithmic and Experimental Arithmetic Geometry
    (Applicant Stoll, Michael )
  - Gekoppelte Auswertealgorithmen zur molekularen Strukturerkennung mit GC/MS
    (Applicant Kerber, Adalbert )
  - The Generalized Fermat Equation with exponents 2, 3, n
    (Applicant Stoll, Michael )
Research Units
- Completed projects
  - Rational Points on Surfaces of General Type
    (Applicant Stoll, Michael )

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