Semminář se koná v 13.00 v seminární místnosti M5 Ústavu matematiky a statistiky, Brno, Kotlářská 2, Pav.8, přízemí.
Vedoucí semináře: Prof. RNDr. Jiří Rosický, DrSc.
Přednášky v jarním semestru 2016:
- 7.4.2016 G.Bohm
A categorical approach to multiplier bialgebras
- 28.1.2016, the room M6 J.Bourke
The construction of globular infinity-grupoids types, Kan complex etc.
Přednášky v podzimním semestru 2015:
- 19.11. 2015 M.Ferov
Conjugacy separability in graph products of groups
- 5.11. 2015 M.Burke
Synthetic Lie theory III
- 29.10. 2015 M.Burke
Synthetic Lie theory II
- 22.10. 2015 L.Positselski
Very flat modules, contraadjusted modules and contramodules III
- 15.10. 2015 W.Kubis
Universal homogeneous objects
- 8.10. 2015 L.Positselski
Very flat modules, contraadjusted modules, and contramodules II.
- 1.10. 2015 L.Positselski
Very flat modules, contraadjusted modules, and contramodules I.
- 24.9. 2015 L.Buhne
Strictification of trihomomorphisms
Přednášky v jarním semestru 2015:
- 21.7. 2015
Locally finite AECs
- 14.5. 2015
W.Boney
Large Cardinal Axioms from Tameness in AECs
- 26. 3. 2015
I.Herzog
Finitely accesible additive categories
- 12. 3. 2015
U.Schreiber
The (co-)reflective categories of supergravity
- 5. 3. 2015
J. Paseka
Algebraic methods in quantum and other logics
Přednášky v podzimním semestru 2014:
- 11. 12. 2014
J. Rosicky
Accesible weak factorization systems
- 27. 11. 2014
M. Lieberman An alternative to Shelah's Presentation Theorem
- 20. 11. 2014
J. Bourke
The corner awfs and cofibrant generation
- 7. 11. 2014
J. Rosicky
Accesible images revisited
- 23. 10. 2014
A. Brooke-Taylor
Relative consistency results for Vopenka's Principle
- 9. 10. 2014
J. Hladky
Limits of graph sequences, dence and sparse
- 2. 10. 2014
M. Dostal
Characterizing sifted weights
Přednášky v jarním semestru 2014:
- 2. 6. 2014 (Monday) , 13-15, M5
- 3. 6. 2014 (Tuesday) , 13-15, M6
- 4. 6. 2014 (Wednesday) , 10-12, M6
Adam van Roosmalen
Derived categories (series of lectures)
- 15. 5. 2014
John Bourke
Some thoughts on Makkai's generalised sketches and enriched weakness
- 17. 4. 2014
Alex Stanculescu
Stacks and sheaves of categories as fibrant objects - 3. 4. 2014
Jiří Rosický
Generalizing Makkai-Pitts theorem - 20. 3. 2014
Leonid Positselski,
Derived categories of the second kind - 6. 3. 2014
Ilias Amrani,
Rational homotopy theory of function spaces - 20. 2. 2014
Oriol Raventós,
Homotopical properties of the hammock localization
Přednášky v podzimním semestru 2013:
- 30. 1. 2014
Carles Casacuberta
Cellular motivic spectra are localizing and colocalizing - 9. 1. 2014
John Bourke
What are accessible algebraic weak factorisation systems generated
by? (Final part) - 28. 11. 2013
Ilias Amrani
Homotopy comparison between commutative and associative DGA - 14. 11. 2013
Lukáš Vokřínek
When are pushouts of categories homotopy pushouts? - 31. 10. 2013
G. Raptis
A survey of derivator K-theory - 24. 10. 2013
S. Lack
The Catalan simplicial set - 17. 10. 2013
Jiří Rosický
Towards categorical model theory - 3. 10. 2013
Lukáš Vokřínek
Heaps and unpointed stable homotopy theory - 26. 9. 2013
John Bourke
Relating to small generation of algebraic weak factorisation systems - 12. 9. 2013
Pedro Guil Asensio
Ideal Approximation Theory
Přednášky v jarním semestru 2013:
- 20. 6. 2013
Dany Majard
Towards a classification of double groups - 13. 6. 2013
Jiří Rosický
Algebraic approach to (super)geometry - 30. 5. 2013
Victor Harnik
Deriving the Lorenz transformation - 16. 5. 2013
Tibor Beke
The Grothendieck (semi)ring of the category of semi-algebraic sets - 2. 5. 2013
Jiří Velebil
Quasivarieties and varieties of ordered algebras - 25. 4. 2013
Klaus Bering
Algebraic aspects of supergeometry, IV. - 11. 4. 2013
Klaus Bering
Algebraic aspects of supergeometry, III. - 4. 4. 2013
Nick Gurski
Stable Homotopy Hypothesis - 28. 3. 2013
Rikard von Unge
Algebraical aspects of supergeometry II - 21. 3. 2013
Rikard von Unge
Algebraical aspects of supergeometry - 7. 3. 2013
Fernando Muro
Homotopy theory of enriched categories - 28. 2. 2013
Free session, discussion about connections of category
theory and physics - 21. 2. 2013
Oriol Raventos
Properties of algebraic objects up to homotopy
- 14. 2. 2013
Lukáš VokrinekÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂ
Chain complexes of R-modules up to homotopy
Přednášky v podzimním semestru 2012:
- 7. 2. 2013
Jiří Rosický
Limits of combinatorial model categories - 31. 1. 2013
Dion Coumans
Canonical extension and the topos of types - 24. 1. 2013
Dany Majard
What weak internalizations lead to - 13. 12. 2012
Jeffrey Morton
2-Group Actions on Categories and Higher Gauge Theory - 6. 12. 2012
John Bourke
Lifting natural weak factorisation systems
(joint work with Nick Gurski) - 29. 11. 2012
Tibor Beke
A functorial version of Shelah's Singular Compactness Theorem - 22. 11. 2012
Lukas Vokrinek
Computing homotopy classes of maps - 15. 11.ÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂ 2012
Michael Makkai
Enrichment over a closed multicategory, applied to semistrict
higher categories - 9. 11. 2012
Tibor Beke
The sign pattern theorem - 1. 11. 2012
Michael Makkai
Enrichment over a closed multicategory, with applications
to semistrict higher categories - 25. 10. 2012
Michael Lieberman
A Crash Course in Abstract Model Theory II - 11. 10. 2012
Michael Lieberman
A Crash Course in Abstract Model Theory - 4. 10. 2012
George Raptis
The moduli space of topological realizations of an unstable
coalgebra
Přednášky v jarním semestru 2012:
- 23. 6. 2012
Oriól Raventós
Seminar about stacks II - 7. 6. 2012
Oriól Raventós
Seminar about stacks I - 31.5. 2012
Lukáš Vokřínek
Spectra - 3. 5. 2012
Lukáš Vokřínek
Univalence axiom for simplicial sets - 19. 4. 2012
Ilias Amrani
A model for infinity groupoids - 5. 4. 2012
Lukáš Vokřínek
Homothopy isomorpisms - 29. 3. 2012
Thorsten Palm
Polytopic Sets and Categories with Slicing
- 22. 3. 2012
Jiří Rosický
Rigidification of algebras over essentially algebraic theories - 15. 3. 2012
Richard GarnerÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂ
Lex colimits
- 8. 3. 2012
John Bourke
A 2-dimensional monadicity theorem, Part 2
Přednášky v podzimním semestru 2011:
- 3. 10. 2011
Ilias Amrani, MU Brno
K-theory of Walshausen categories
-
10. 10. 2011
Georgios Raptis, Univerzita Osnabrück
Introduction to derivators and derivator K-theory
- 17. 10. 2011
Jiří Rosický, MU Brno
Around generalized Brown representability
- 31. 10. 2011
Marek Zawadowski, Univerzita Varšava
CoMalcev monads in lax monoidal fibrations
Stanislaw Szawiel, Univerzita Varšava
The three tensors theorem and opetopic sets - 7. 11. 2011
Jan Pavlík, VUT Brno
Kan extensions in context of concreteness - 14. 11. 2011
Lukáš Vokřínek, MU Brno
Decompositions of homotopy colimits - 21. 11. 2011
John Bourke, MU Brno
A 2-dimensional monadicity theorem - 28. 11. 2011
Martin Markl,ÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂÂ MÚ AVČR
What do the Hochschild cohomology and DG categories have in common? - 5. 12. 2011
Michael Makkai, MU Brno
Homotopies in face structures, with an application to simplicial sets
- 12. 12. 2011
Ilias Amrani
Closed symmetric monoidal structure on the homotopy category of dg-categories after B.Toën
- 12. 1. 2012
Oriol Raventós
A construction of the stable motivic homotopy category
- 23. 1. 2012
John Bourke
Understanding Garner's version of Quillen's small object argument
Přednášky v jarním semestru 2011:
-
12. 5. 2011
Victor Harnik, University of Haifa,
Category theoretical aspects of Craig's interpolation theorem
- 19. 5. 2011
Michael Makkai, MU Brno,
Shape categories and explicit monads
- 26. 5. 2011
Michael Makkai, MU Brno
Two examples for using a global point of view to achieve concrete results. - 2. 6. 2011
John Bourke, MU Brno
Codescent objects, higher kernels and cateads in Cat and 2-categories of categories with algebraic structure - 9. 6. 2011
Lukáš Vokřínek, MU Brno
Constructing a cofibration structure on V-Cat - 16. 6. 2011
Dmitri Chikhladze, MU Brno
Algebras, monads and fibre functors - 23. 6. 2011
Jiří Rosický, MU Brno
Thoughts about the paper G. Garkusha, Homotopy theory of associative rings - 29. 6. 2011
Miroslav Korbelář, MU Brno
Commutative semirings - simple and additively divisible