Former Members of the research group
Dr. Esmail Arasteh Rad
Dr. Paul Breutmann
Dr. Simon Diel (geb. Hüsken)
Dr. Maike Frantzen
Tim Melkert
Dr. Felix Rötting
Dr. Tim Schauch
Dr. Rajneesh Kumar Singh
Dr. Anna Weiß
Former Students
Doctoral dissertations
2021 Maike Frantzen Monodromy Representations for Local and Global G-Shtukas 2018 Paul Breutmann Functoriality and Stratifications of Moduli Spaces of Global G-Shtukas 2018 Felix Rötting Honda-Tate-Theory for A-Motives and Global Shtukas 2017 Anna Weiß Foliations in moduli spaces of bounded global G-shtukas 2014 Tim Schauch Weak Admissibility of Hodge-Pink Lattices in Terms of Geometric Invariant Theory 2013 Simon Hüsken On semi-stable Fontaine theory in equal characteristic and good reduction of analytic Anderson motives
(expanded version under 20 on "Publications")2012 Esmail Arasteh Rad Uniformizing the Moduli Stacks of Global G-Shtukas
(expanded version under 19 and 21 on "Publications")2012 Rajneesh Kumar Singh Local Shtukas and Divisible Local Anderson Modules
(expanded version under 26 on "Publikationen")Master of Science
2021 Henning Wendtland The isomorphy types of the σ-bundles associated to a z-isocrystal 2020 Maxim Melnik Extensions of σ-bundles 2020 Franziska Gerken Admissibility of isoclinic z-Isocrystals with Hodge-Pink structure 2019 Janna Franzkeit Canonical Subgroups of Drinfeld-Modules and Truncated Local Shtukas 2019 Sebastian Greve p-adic Drinfeld modular forms of higher rank 2019 Maximilian Langner Rapoport-Zink period morphisms onto the affine line for function fields 2018 Karsten Schrödter φ-Gauges and F-Zips for Function Fields and their Relation to Local Shtukas and Truncations 2017 Maike Frantzen Zeta-functions and Groessencharacters of A-Motives with complex multiplication 2015 Paul Breutmann The Carlitz logarithm as a period morphism Diploma students
2015 Andreas Mazzola Isogenies between supersingular Anderson-motives 2012 Sven Rählmann Boundedness for certain reductive groups 2010 Ann-Kristin Juschka The Hodge Conjecture for Function Fields
(expanded version under 24 on "Publications")2010 Alla Mihaleva Relation between the quadratic reciprocity law and Artin's reciprocity law 2010 Franziska Schneider The Drinfeld-Hayes Theorem 2009 Christian Liguda The Robba ring 2009 Antje Pelzer The main theorem of complex multiplication for Anderson A-Motive 2009 Anne Schindler Anderson A-Motive with complex multiplication 2008 Thomas Fessler The semilinear theorem and its consequences for isomorphisms of F-crystals and local shtukas 2008 David Hülsmeier To lift local shtukas 2008 Michael Molz Elementary properties of the moduli space of abelian τ-sheaves 2008 Tobias Richter Supersingular Anderson-motives 2008 Konstantin Seiler Analytic triviality of a family of τ-modules 2007 Matthias Bornhofen Abelian Sheaves over Finte Fields
(expanded versions under (c), 11, and 14 on "Publications")2006 Markus Hendler Representability and formal properness of isomorphism class functors for Drinfeld modules and abelian sheaves
(expanded version under 29 on "Publications")2006 Judith Klahm Construction of an elliptic curve over a finite field with prescribed group structure 2006 Karoline Rohweder Uniformizability of abelian t-modules 2006 Markus Stein Elliptic curves with complex multiplication and associated modular forms Master of Education
2017 Jan Schnepel Bernoulli numbers and Bernoulli-Carlitz numbers 2015 Christina Petersilie The Hasse-Minkowski theorem for quadratic forms 2013 Claudia Hellmann Classification of archimedean solids 2010 Philipp Heinicke Construction and animation of the platonic and archimedian solids 2010 Klaudia Kwickert Construction of Cubus Simus via paperfolding
(expanded version under 17 on "Publications")Staatsexamensarbeiten
2011 Denise Krause Flexes of cubic curves Bachelor of Science
2021 Annika Holtrup The Quadratic Reciprocity Law over Rational Function Fields 2020 Doris Grothusmann The commutativity of Hecke algebras via the Gelfand trick 2018 Rachel Kühn Isogenies of A-Motives 2017 Antonia Klein-Reesink Semi-simple rings and modules 2016 Janna Franzkeit Drinfeld-Modules 2016 Lisa Li τ-Invariants of A-Motives 2016 Henning Wendtland Definition of A-Motives 2013 Jonas Stelzig Class Field Theory 2013 Jonas Tebbe Strong Approximation in SL_n Bachelor (2-Fach)
2016 Matthias-Martin Gerhold Tilings of Space by Octahedra and Tetrahedra 2016 Malte Karrasch Produkt Decomposition in Quadratic Number Fields 2016 Rachel Scheufen Norms in Quadratic Number Fields and Decomposition of Prime Numbers 2015 Robert Gas Quadratic Number Fields 2015 Tanja Inga Hommen Fractional Ideals 2015 Sebastian Kraft Vertex Transitive Polyhedra 2015 Katharina Langa Calculating with Ideals 2015 Julian Rose Applications of the Quadratic Reciprocity Law to Diophantine Equations 2015 Malte Seifert The Splitting Law for Prime Numbers in Quadratic Number Fields 2015 Alexander Ueckert Convex Polyhedra 2015 Lisa Wirbel Comparison of Hensel's Lemma with Newton's Method 2015 Max Zaun Cyclotomic Polynomials 2014 Alexandra Papst The Catalan solids 2014 Jonas Rensinghoff Euler's polyhedral formula 2014 Enno Stemmerich The symmetry groups of the archimedean solids 2010 Doris Burrichter The theorems of Euler and Descartes 2010 Claudia Hellmann Netisomorphisms for the cube, the octahedron, and the icosahedron 2010 Benedikt Köhler Steinitz's theorem on 3-connected planar graphs 2010 Eva Konopatzky Convex polytopes and graph theory 2010 Nadine Stratmann The constancy of volume for the Steffen polyhedron 2010 Lisa Wiechers The golden ratio related to the platonic solids 2008 Daniel Achtelik Construction of the Platonic solids 2008 David Bomas Archimedean solids 2008 Klaudia Kwickert The symmetry groups of the Platonic solids 2008 Melanie Wiecher The finite rotation groups of space