students

current students

PhD

• Lory Aintablian (2018-)
• Annika Tarnowsky (2021-)
• David Aretz (joint with Pete Teichner, 2023-)
• Janina Bernardy (2024-)

Master

• Kai Käfer
• Matteo Del Vecchio
• Michele Lorenzi

completed theses

University of Bonn

PhD

• Néstor Léon Delgado: Lagrangian field theories. Ind/pro-approach and L-infinity-algebra of local observables (2014-2018, → quantitative finance)

Master

• Janina Bernardy: Homotopy reduction of multisymplectic structures and classical field theory (03/2024, → PhD student Univ. Bonn)
• Alessandro Nanto: The factorization algebra of a Lagrangian Field Theory (02/2024)
• Luis Henriques: Homotopy momentum maps in Lagrangian Field Theories (05/2023)
• David Aretz: Cohomological extension of groupoid convolution (01/2023, → PhD student Univ. Bonn)
• Leonard Hofmann: The local splitting of higher Dirac structures and multisymplectic singularities (11/2022)
• Jakob Kraasch: Differentiation of L-infinity groupoids via ends (05/2022)
• Annika Tarnowsky: A derived approach to classical observables in Lagrangian Field Theory (09/2020, → PhD student Univ. Bonn)
• Stefano Ronchi: Hamiltonian Lie algebroids over Poisson manifolds (05/2020, → PhD student Univ. Göttingen)
• Giuseppe Gentile: The initial value problem of U(1)-gauge theory and presymplectic structures (11/2017, → PhD student Univ. Oldenburg)
• Lory Aintablian: Deformations of group and groupoid representations (11/2017, → PhD student Univ. Bonn)
• Theocharis Papantonis: Splitting theorems for Poisson and related structures (09/2017, → PhD student Univ. Göttingen)
• Felix Beck: Lie algebroid models for equivariant cohomology (09/2017)
• Elisa Atza: Deformations of Lie groupoids (07/2017)
• Néstor Léon Delgado: Multisymplectic structures and higher momentum maps (03/2014, → PhD student Univ. Bonn)

Bachelor

• Leon Schneider: Generalized Jacobi fields (04/2024)
• Jonah Epstein: The lagrangian field theory of generalized Jacobi fields (08/2020)
• David Aretz: The noncommutative geometry of symplectic singularities (07/2020, Prize for best graduating Bachelor students in mathematics 2019/20)
• Janina Bernardy: Noether’s theorems in terms of variational cohomology (09/2019, Prize for best graduating Bachelor students in mathematics 2018/19)
• Konrad Kuangda Zou: Deformation theory and operads (07/2019)
• Paul Hege: Präquantisierung als Integration von Lie-Algebroiden (10/2016)
• Xiaowen Dong: Linearisierung von Poisson-Strukturen (08/2016)
• Kaan Öcal: Symplectic singularities and convolution algebras (08/2016, Prize for best graduating Bachelor students in mathematics 2015/16)
• Jonas Mahnkopp: Mannigfaltigkeiten nichtnegativer Ricci-Krümmung (09/2015)
• Georg Gawenda: Mannigfaltigkeiten nichtnegativer Schnittkrümmung (09/2015)
• Max Körfer: Dirac manifolds and symplectic singularities (11/2014)

University of Regensburg

• Sandro Englhardt (Zulassungsarbeit, 11/2011)
• Stefan Forster (Zulassungsarbeit, 10/2010)
• Angela Carofiglio (Zulassungsarbeit, 06/2010)

PhD committees

• Raffaele Lomartire (University of Zurich)
• Kalin Krishna (Göttingen)
• Bjarne Kosmeijer (University of Amsterdam 05/2023)
• Luca Accornero (Utrecht 10/2021)
• Leyli Mammadova (KU Leuven 08/2020)
• Francesco Cattafi (Utrecht 02/2020)
• Ralph Klaasse (Utrecht 08/2017)
• Ori Yudilevich (Utrecht 09/2016)
• Joao Nuno Mestre (Utrecht 02/2016)
• Li Du (Göttingen 07/2014)
• Maria Amelia Salazar (Utrecht 05/2013)
• David Carchedi (Utrecht 09/2011)