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Oct
2012
Sun
Mon
Tue
Wed
Thu
Fri
Sat
1
2
Introduction to semisimple Lie algebras and their root systems (1)
A Course on Modular Forms
3
Models of geophysical fluid flows from large to small scales
4
Introduction to semisimple Lie algebras and their root systems (2)
5
A Nonparametric Test for the Comparison of Multidimensional Outcomes
A relation between harmonic maps from Riemann surface Σ to G/K and the corresponding Higgs bundle (2)
6
7
8
Existence of maximal surfaces in asymptotically flat spacetimes (II) (after Bartnik, 1984)
9
A Course on Modular Forms
10
11
Introduction to semisimple Lie algebras and their root systems (3)
12
Introduction to the Hitchin component
Application of Scan Statistics on Genomic Data: Searching Palindrome Clusters
13
14
15
Concordance and Isotopy of Metrics with Positive Scalar Curvature (After Botvinnik, 2013)
16
A Course on Modular Forms
17
Conservative Front-Tracking Method for 2D Euler System and Numerical Simulation of Shock-Bubble Interactions.
Lattice Packings, Theta Series and Modular Forms,
18
19
A Bayesian approximation method for online ranking
Accelerating scientific computations with mixed precision algorithms
20
SYZ Conjecture and Affine Differential Geometry (1)
SYZ Conjecture and Affine Differential Geometry (2)
Moduli spaces of meromorphic connections and their symmetries (1)
Moduli spaces of meromorphic connections and their symmetries (2)
Toda equations, meromorphic connections, and harmonic maps (1)
Toda equations, meromorphic connections, and harmonic maps (2)
21
SYZ Conjecture and Affine Differential Geometry (3)
SYZ Conjecture and Affine Differential Geometry (4)
Moduli spaces of meromorphic connections and their symmetries (3)
Moduli spaces of meromorphic connections and their symmetries (4)
Toda equations from geometry (1)
Toda equations from geometry (2)
22
Toda equations from geometry (3)
Toda equations from geometry (4)
23
A Course on Modular Forms
24
Congruences of the Partition Function
Solidfication with phase-field model
25
Vertebrate Range Size: Toward a New Synthesis
On Frobenius Modules
26
Deriving Structure of Images via Dictionary and Bayesian Network Learning
Normwise Scaling of Second Order Polynomial Matrices
27
28
29
30
A Course on Modular Forms
31
Mumford curves and component groups (1)
Modeling the Kuroshio, eddy, and typhoon
Review of the algebraic interpretation of modular forms.
Sep
2012
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Nov
2012
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Mo
Tu
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This event comes from TIMS
https://www.tims.ntu.edu.tw