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Nov 2008
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Week1
1
Week2
2
3
4
CR Obata’s Theorem >CR Obata’s Theorem
Augmented Spinors >Augmented Spinors
Golbarg-Trudinger, second order, Elliptic PDE>Golbarg-Trudinger, second order, Elliptic PDE
Scattering and Solution dynamics>Scattering and Solution dynamics
5
Introduction to HHT>Introduction to HHT
6
Depth dependent stability estimate in electrical impedance tomography>Depth dependent stability estimate in electrical impedance tomography
Scattering and Solution dynamics>Scattering and Solution dynamics
7
Testing conditional independence using maximal nonlinear>Testing conditional independence using maximal nonlinear
Diophantine approximation in birational geometry>Diophantine approximation in birational geometry
Rational curves of low degree>Rational curves of low degree
Introduction to HHT>Introduction to HHT
Mathematical Modeling>Mathematical Modeling
Scattering and Solution dynamics>Scattering and Solution dynamics
8
Week3
9
10
11
Flow by mean curvature of convex surfaces into spheres>Flow by mean curvature of convex surfaces into spheres
Energies of Knots and the Related Variational Problems>Energies of Knots and the Related Variational Problems
Golbarg-Trudinger, second order, Elliptic PDE>Golbarg-Trudinger, second order, Elliptic PDE
ORBIT, and GORBIT: Derivative-Free Trust-Region Radial Basis Function Algorithms for Local and Global Optimization>ORBIT, and GORBIT: Derivative-Free Trust-Region Radial Basis Function Algorithms for Local and Global Optimization
Scattering and Solution dynamics>Scattering and Solution dynamics
12
Introduction to HHT>Introduction to HHT
13
PARTIAL DIFFERENTIAL EQUATIONS-I>PARTIAL DIFFERENTIAL EQUATIONS-I
14
Introduction to HHT>Introduction to HHT
Image Processing and Convex Analysis>Image Processing and Convex Analysis
Maxmizing Band Gaps in 2-D Photonic Crystals>Maxmizing Band Gaps in 2-D Photonic Crystals
Mathematical Modeling>Mathematical Modeling
15
Week4
16
17
SOME GENERALIZATION OF BREZIS-MERLE TYPE INEQUALITY FOR N-LAPLACE EQUATIONS>SOME GENERALIZATION OF BREZIS-MERLE TYPE INEQUALITY FOR N-LAPLACE EQUATIONS
18
Immersed equations of the Hyperbolic Surfaces> Immersed equations of the Hyperbolic Surfaces
Scattering and Solution dynamics>Scattering and Solution dynamics
19
20
PARTIAL DIFFERENTIAL EQUATIONS-I>PARTIAL DIFFERENTIAL EQUATIONS-I
21
Review of Local Polynomial Kernel Regression for Generalized Linear Models and Quasi-Likelihood Functions (Fan, J.,Heckman, N. E., and Wand, M. P. (1995))>Review of Local Polynomial Kernel Regression for Generalized Linear Models and Quasi-Likelihood Functions (Fan, J.,Heckman, N. E., and Wand, M. P. (1995))
Image Processing and Convex Analysis>Image Processing and Convex Analysis
What is weak convergence?>What is weak convergence?
Mathematical Modeling>Mathematical Modeling
Effective Base-Point-Free Theorem>Effective Base-Point-Free Theorem
MMP with Scaling>MMP with Scaling
Shokurov's Polytope>Shokurov's Polytope
22
Week5
23
24
25
Removable singularities and uniqueness of standard solution of Ricci flow>Removable singularities and uniqueness of standard solution of Ricci flow
Scattering and Solution dynamics>Scattering and Solution dynamics
Lagrangian Submanifolds Foliated by (n-1)-spheres in R^2n>Lagrangian Submanifolds Foliated by (n-1)-spheres in R^2n
Golbarg-Trudinger, second order, Elliptic PDE>Golbarg-Trudinger, second order, Elliptic PDE
26
Fourier pseudospectral method on solving the governing equation of Bose-Einstein condensate -- Gross-Pitaevskii equation>Fourier pseudospectral method on solving the governing equation of Bose-Einstein condensate -- Gross-Pitaevskii equation
TIMS Working Seminar on Kahler Geometry>TIMS Working Seminar on Kahler Geometry
27
Basic Equations of Modern Gas Dynamics>Basic Equations of Modern Gas Dynamics
PARTIAL DIFFERENTIAL EQUATIONS-I>PARTIAL DIFFERENTIAL EQUATIONS-I
Image Processing and Convex Analysis>Image Processing and Convex Analysis
What is weak convergence?>What is weak convergence?
Mathematical Modeling>Mathematical Modeling
28
Special Finiteness of Models>Special Finiteness of Models
Log Terminal Models>Log Terminal Models
29
Week6
30

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