Articles
Ilias Amrani: Grothendiek's Homotopy Hypothesis
Ilias Amrani: A Model Structure on the Category of Topological Categories
Ilias Amrani: Stabilization of the Category of Simpicial Objects in CAT
Ilias Amrani: Homotopy Theory of T-Algebras over CAT_TOP
Ilias Amrani: Moduli Space of Fibrations in the Category of Simplicial Presheaves
Ilias Armani: The mapping space of unbounded differential graded algebras
Natalia Bezvitnaya: Holonomy algebras of pseuddo-hyper-Kählerian manifolds of index 4
Anton S. Galaev, Examples of Einstein spacetimes with recurrent null vector fields
Anton S. Galaev, Conformally flat Lorentzian manifolds with special holonomy groups
Anton S. Galaev, A note on holonomy groups of pseudo-Riemannian manifolds
Anton Galaev: Some applications of the Lorentzian holonomy algebras
Martin Kolář, Bernhard Lamel:On smooth hypersurfaces of infinite type
Maritn Kolář, Francine Meylan: A classification of generalized rotations in C3
Martin Kolář, Francine Meylan: Automorhism groups of Levi degenerate hypersurfaces in C3
Martin Kolář, Francine Meylan: On nonlinear symmetries of polynomial models
Michael Makkai, Jiri Rosicky: Cellular categories
Michael Makkai, Jiri Rosicky, Lukas Vokrinek: On a fat small object argument
Boris Doubrov, Alexandr Medvedev: Fundamental invariants of systems of ODEs of higher order
Alexandr Medvedev: On the geometry of conformal geodesics equations
Ales Návrat: Nonstandard operators in Grassmannian geometry
Fernando Muro, Oriol Raventós: Transifinite Adams representability
Oriol Raventós: Comparación de localizaciones a través de adjunciones
Alexandru Stanculescu: Complements on enriched precategories
Presentations
Anton Galaev: Conformally flat Lorentizian manifolds with special holonomy groups
Martin Kolář: Levi degenerate hypersurfaces and Chern-Moser theory
Jiří Rosický: Are weak equivalences finitely accessible?
Alexandr Medvedev: Conformal geodesics and geometry of the 3rd order ODEs systems
Oriol Raventós: Representabilidad de Adams transfinita
Oriol Raventós: Obstruction theory for the representability of cohomological functors