Vorveröffentlichungen:

M. Emerton, T. Gee, E. Hellmann: An introduction to the categorical p-adic Langlands program

E. Hellmann, V. Hernandez, B. Schraen: Patching and multiplicities of p-adic eigenforms

Veröffentlichte Arbeiten:

E. Hellmann: On the derived category of the Iwahori-Hecke algebra, (English summary), Compos. Math. 159 (2023), no. 5, pp. 1042  - 1110.

E. Hellmann, C.Margerin, B. Schraen: Density of automorphicpoints in deformation rings of polarized global Galois representations, (English summary), Duke Math. J. 171 (2022), no. 13, pp. 2699-2752.

U. Hartl, E. Hellmann: The universal family of semi-stable p-adic Galois representations, Algebra Number Theory 14 (2020), no. 5, pp. 1055 - 1121.

C. Breuil, E. Hellmann, B. Schraen: A local model for the triangulate variety and applications, Publ. Math. IHES 130 (2019) pp. 229-412.

C. Breuil, E. Hellmann, B. Schraen: Smoothness and Classicality on eigenvarieties, Inventiones Math. 209 no.1 (2017), pp.197-274.

C. Breuil, E. Hellmann, B. Schraen:Une interpretation modulaire de la variete trianguline, Math. Annalen 367 no.3-4 (2017), pp.1587-1645.

E. Hellmann: Families of p-adic Galois representations and (phi,Gamma)-modules, Commentarii Math. Helv. 91 no.4 (2016), pp.721-749.

E. Hellmann, B. Schraen: Density of potentially crystalline representations of fixed weight, Compositio Math. 152 (2016), pp. 1609-1647.

E. Hellmann: On arithmetic families of filtered phi-modules and crystalline representations, J. Inst. Math. Jussieu 12 no.4 (2013), pp.677-726.

E. Hellmann: On families of weakly admissible filtered phi-modules and the adjoint quotient of GL_d, Documenta Math. 16 (2011), pp.969-991.

E. Hellmann: Connectedness of Kisin varieties for GL_2, Adv. in Math. 228 (2011), pp. 219-240.

E. Hellmann: The image of the coefficient space in the universal deformation space, Manuscripta Math. 139 no.3-4 (2012), pp.273-290.

E. Hellmann: On the structure of some moduli spaces of finite flat groups schemes, Moscow Math. J. 9 no.3 (2009), pp.531-561.