Week3 Mar 2012
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11 Mar
(Sun)
12 Mar
(Mon)
13 Mar
(Tue)
Open problems and discussions (34)>Open problems and discussions (34)
Mirror Principle (after Lian-Liu-Yau) (4)>Mirror Principle (after Lian-Liu-Yau) (4)
14 Mar
(Wed)
Open problems and discussions (35)>Open problems and discussions (35)
The optimal iterative algorithm to solve nonlinear algebraic equations>The optimal iterative algorithm to solve nonlinear algebraic equations
On Theta divisor, Jacobian, KdV and KP equations>On Theta divisor, Jacobian, KdV and KP equations
Lecture on Theta Functions (5)>Lecture on Theta Functions (5)
15 Mar
(Thu)
16 Mar
(Fri)
On the CR Obata Theorem for Kohn Laplacian in a Closed Spherical Pseudohermitian Manifold> On the CR Obata Theorem for Kohn Laplacian in a Closed Spherical Pseudohermitian Manifold
Compact manifolds with nonnegative quadratic orthogonal bisectional curvature >Compact manifolds with nonnegative quadratic orthogonal bisectional curvature
Logistic regression with outcome and covariates missing separately or simultaneously>Logistic regression with outcome and covariates missing separately or simultaneously
On double Dirichlet series over function fields (2)>On double Dirichlet series over function fields (2)
17 Mar
(Sat)
The 4th TIMS-OCAMI Joint International Workshop on Differential Geometry and Geometric Analysis>The 4th TIMS-OCAMI Joint International Workshop on Differential Geometry and Geometric Analysis
Harmonic Maps into Symmetric Spaces and Integrable System Approach (a survey)>Harmonic Maps into Symmetric Spaces and Integrable System Approach (a survey)
Constructions of soliton solutions for curvature flows>Constructions of soliton solutions for curvature flows
DPW method for indefinite proper affine spheres and finite gap solutions>DPW method for indefinite proper affine spheres and finite gap solutions
Bi-Hamiltonian structures on the spaces of curves>Bi-Hamiltonian structures on the spaces of curves
Yau's gradient estimate and Lioville theorem for positive psedoharmonic functions in a complete pseudohermitian manifold>Yau's gradient estimate and Lioville theorem for positive psedoharmonic functions in a complete pseudohermitian manifold

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