Hausdorff Center for Mathematics
The Hausdorff Center for Mathematics (HCM) is a cluster of excellence for mathematical research and mathematical economics at the University of Bonn.
Find us on Twitter (@HCM_Bonn), Facebook (@hcmbonn) and Instagram (@hausdorff_center), too!
Massoud Pourmahdian: Bi-colored Structures: Tameness and definability (with S. Jalili and M. Khani)
Pablo Andújar Guerrero: Tame topology in NTP2 structures
Daebeom Choi (U Penn): Introduction to Anabelian Geometry
Pantelis Eleftheriou: On the global linear Zarankiewicz problem
Raf Cluckers: Finiteness and Diophantine results in Hensel minimal structures
Tingxiang Zou: Pairs and stable completions of difference varieties
Николас Даанс: Экзистенциальные определения первого порядка оценок в функциональных полях
Julian Demeio: The Grunwald Problem for solvable groups
Konstantinos Kartas: Nonstandard methods in almost mathematics
Franz-Viktor Kuhlmann: On certain definable coarsenings of valuation rings and their applications
Ari Shnidman: Rank stability in quadratic extensions and Hilbert's 10th problem
Floris Vermeulen: On Serre's thin set conjecture
Йохен Кёнигсманн: Поля с абсолютной группой Галуа ℚ
Yilong Zhang: Hrushovski construction in ordered fields
Carlo Pagano: Hilbert tenth problem for finitely generated rings
Philipp Hieronymi: A strong version of Cobham's theorem
Guang Hu: Anisotropic quadratic forms over global fields are diophantine
Toghrul Karimov: Applications of o-minimality to computational problems in dynamical systems theory
Sylvy Anscombe: Existentially definable henselian valuations
Anna Dmitrieva: Generic functions and quasiminimality
Sylvy Anscombe: Towards the Taming Theorem of Jahnke and Kartas which applies the AKE-theory
Sylvy Anscombe: Tame fields and existential theories in equal characteristic
Sylvy Anscombe: Positive residue characteristic: finite ramification and Kaplansky’s hypothesis
What is... the Hausdorff School for Mathematics?
Blaise Boissonneau: Enlarge your spine
Toghrul Karimov: Arithmetic Predicates and Decidability of Logical Theories
Sylvy Anscombe: Analytic, difference, and differential structures
Interview with MPIM Director Peter Scholze