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Apr
2014
Sun
Mon
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Elements of differential equations
9
TIMS Seminar on incompressible Navier-Stokes equations
10
11
A Holographic model of the Kondo effect
12
13
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15
Moduli of punctured tori and Lame equation
16
TIMS Seminar on incompressible Navier-Stokes equations
Stability of thermal convection in cylindrical and annular containers
17
Disproportionately magnified runoff response to rainfall change: Observational and model approach
18
On D-elliptic sheaves and Anderson t-motives
19
20
21
22
Basic facts about hypergeometric differential equations
23
TIMS Seminar on incompressible Navier-Stokes equations
Applications of Residual Double Average Method and Conservative Phase Field Method for Solving Incompressible Two Phase Flows on Collocated grids
24
Geometry of gradient shrinking Ricci solitons
Stability of compact shrinking Ricci solitons
25
Kirchoff law for antennae: Solution of Maxwell's equation in the presence of metallic wire structures.
On Modular Heights of Drinfeld Modules
26
27
28
Introduction to p-adic Simpson correspondence (I)
Some open questions about Reeb flows in dimension 3
29
Contiguity relation and Toda equation, integral representations of hypergeometric functions
30
Survey of KdV theory
Application of Passive Cable Theory in Neuroscience
The dynamics of estuarine fronts and river outflows
Introduction to p-adic Simpson correspondence (II)
Mar
2014
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May
2014
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This event comes from TIMS
https://www.tims.ntu.edu.tw