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Showing below up to 50 results in range #1 to #50.

1. (Conference on invertible objects and duality in derived algebraic geometry and homotopy theory)
2. (In)finiteness properties of automorphism spaces of manifolds
3. (∞,2)-Topoi and descent
4. 3rd Bavarian Geometry & Topology Meeting
5. AG-Seminar (Jannsen/Kerz)
6. AG-Seminar (Kerz)
7. AG-Seminar (Kerz) 2019/2020
8. AG-Seminar (Kerz) SS2017
9. AG-Seminar (Kings)
10. AG-Seminar 2019/2020
11. A double (∞,1)-categorical nerve for double categories
12. A general Greenlees-Mays splitting principle
13. A pro-cdh topology and motivic cohomology of schemes
14. Algebraic K-theory of Lawvere theories
15. Algebraic K-theory of spaces
16. Algebraic models of p-adic homotopy types
17. An identification of the Baum-Connes and Davis-Lück assembly maps
18. Analytical problems in conformal geometry and applications
19. Animated λ-rings and Frobenius lifts
20. Arakelov2020
21. Autumn School "Computations in motivic homotopy theory''
22. BCRV
23. Bavarian Geometry and Topology Meeting V
24. Bavarian Geometry and Topology Meeting XII
25. Behavioral biases against Equality
26. Bicategorical constructions with C^*-categories
27. Blow-ups and normal bundles in nonconnective derived geometry
28. Categorical Künneth formulas
29. Cdh motivic cohomology via prisms
30. Characteristic classes of framed fibre bundles
31. Chow-Lefschetz motives
32. Classification of n-connective (2n-2)-truncated spaces
33. Cohomology of singularity categories and equivariant vanishing cycles
34. Competence in Communication and Appearance
35. Conference Higher Invariants: interactions between arithmetic geometry and global analysis
36. Conference Higher Invariants: interactions between arithmetic geometry and global analysis/participants
37. Conference on invertible objects and duality in derived algebraic geometry and homotopy theory
38. Continuous K-theory of p-adic rings
39. Cut and paste invariants of manifolds via K-theory
40. Decoupling Moduli of Configurations Spaces on Surfaces
41. Derivators
42. Duality for K-theory in motivic homotopy theory
43. Dualizable categories and E-Theory
44. Dualizable categories and E-Theory-II
45. Eisenstein2021
46. Equivariant higher twisted K-theory of SU(n) via exponential functors
47. Equivariant virtual fundamental classes
48. Excisive Approximation of l^1-Homology
49. Exploring (∞, n)-categories through n-complicial sets
50. Exponential periods and o-minimality