Event Kalender
| Mo | Di | Mi | Do | Fr | Sa | So |
|---|---|---|---|---|---|---|
| 1 | 2 | 3 |
4
Forcing the $\Sigma_3$-separation property
Forcing the $\Sigma^1_3$-separation property
|
5 | 6 | 7 |
| 8 |
9
On cyclicity and quantum affine Schur-Weyl duality
|
10 | 11 | 12 | 13 | 14 |
| 15 |
16
Nil Affine Hecke algebras from 2-representations
|
17
Pricing and the emergence of martingales
Adapted Wasserstein distance and stability in mathematical finance
The structure of crystallographic groups
Discrete time fundamental theorem of asset pricing“
Density and Occupation Bounds for Diffusions
|
18
The Borel–Cantelli lemma
On strong approximation of SDEs with a discontinuous drift coefficient
Singularity-Theorems from Non-Trivial Topology
An introduction to equilibrium asset pricing
Equilibrium asset pricing with transaction costs
Hyperfinite subequivalence relations of treed equivalence relations
Hyperfinite subequivalence relations of treed equivalence relations
|
19
Quadraturverfahren optimaler Ordnung
Inverse problems in applied harmonic analysis
The Shannon sampling theorem
Density theorems for sampling and time-frequency analysis
|
20 | 21 |
|
22
Gabor-Orthonormalbasen und der Satz von Balian-Low
Smoothness spaces associated to localized frames and neural networks
Equivalence of norms for finite- and infinite-dimensional vector spaces
Discrete lattice orbits in the plane
|
23
Residuensatz
Fourier decoupling
Cohomological Hall algebras and perverse coherent sheaves on toric Calabi-Yau 3-folds
Introduction to limits of functions
Long-time dynamics of the modified KdV equation
|
24
Numerische Integration stark oszillierender Funktionen
Coupled Physics Imaging Methods: A Rich Source of Inverse Problems
Quadraturverfahren optimaler Ordnung
Imaging from limited data
Some aspects of CR manifolds
Gauß-Quadratur - Approximationseigenschaft
Modeling, image reconstruction, and parameter identification in the context of magnetic particle imaging
|
25
Die Newton-Cotes-Formeln zur numerischen Integration
Tomographic imaging in medicine and engineering
Trapezoidal rule
Boundary integral equation methods for inverse problems with generalized impedance boundary condition
Die Monte-Carlo Methode für numerische Integration
Class forcing in its rightful setting
Improving image reconstruction in magnetic particle imaging
Class forcing in its rightful setting
|
26 | 27 | 28 |
| 29 | 30 | 1 | 2 | 3 | 4 | 5 |
04.06.2020 15:00
Forcing the $\Sigma_3$-separation property
04.06.2020 16:00
Forcing the $\Sigma^1_3$-separation property
09.06.2020 13:15
On cyclicity and quantum affine Schur-Weyl duality
16.06.2020 17:00
Nil Affine Hecke algebras from 2-representations
17.06.2020 09:30
Pricing and the emergence of martingales
17.06.2020 10:20
Adapted Wasserstein distance and stability in mathematical finance
17.06.2020 14:00
The structure of crystallographic groups
17.06.2020 14:00
Discrete time fundamental theorem of asset pricing“
17.06.2020 14:50
Density and Occupation Bounds for Diffusions
18.06.2020 09:30
The Borel–Cantelli lemma
18.06.2020 14:00
Singularity-Theorems from Non-Trivial Topology
18.06.2020 14:00
An introduction to equilibrium asset pricing
18.06.2020 14:50
Equilibrium asset pricing with transaction costs
18.06.2020 15:00
Hyperfinite subequivalence relations of treed equivalence relations
18.06.2020 16:00
Hyperfinite subequivalence relations of treed equivalence relations
19.06.2020 09:00
Quadraturverfahren optimaler Ordnung
19.06.2020 09:50
Inverse problems in applied harmonic analysis
19.06.2020 13:30
The Shannon sampling theorem
19.06.2020 14:20
Density theorems for sampling and time-frequency analysis
22.06.2020 09:00
Gabor-Orthonormalbasen und der Satz von Balian-Low
22.06.2020 09:50
Smoothness spaces associated to localized frames and neural networks
22.06.2020 14:20
Discrete lattice orbits in the plane
23.06.2020 09:00
Residuensatz
23.06.2020 09:50
Fourier decoupling
23.06.2020 10:00
Cohomological Hall algebras and perverse coherent sheaves on toric Calabi-Yau 3-folds
23.06.2020 13:30
Introduction to limits of functions
23.06.2020 14:20
Long-time dynamics of the modified KdV equation
24.06.2020 08:00
Numerische Integration stark oszillierender Funktionen
24.06.2020 08:50
Coupled Physics Imaging Methods: A Rich Source of Inverse Problems
24.06.2020 10:45
Quadraturverfahren optimaler Ordnung
24.06.2020 11:35
Imaging from limited data
24.06.2020 13:30
Some aspects of CR manifolds
24.06.2020 15:00
Gauß-Quadratur - Approximationseigenschaft
24.06.2020 15:50
Modeling, image reconstruction, and parameter identification in the context of magnetic particle imaging
25.06.2020 08:00
Die Newton-Cotes-Formeln zur numerischen Integration
25.06.2020 08:50
Tomographic imaging in medicine and engineering
25.06.2020 10:45
Trapezoidal rule
25.06.2020 11:35
Boundary integral equation methods for inverse problems with generalized impedance boundary condition
25.06.2020 15:00
Die Monte-Carlo Methode für numerische Integration
25.06.2020 15:00
Class forcing in its rightful setting
25.06.2020 15:50
Improving image reconstruction in magnetic particle imaging
25.06.2020 16:00