Videos

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The Weight Adjacency Matrix of a Convolutional Code Thumbnail

The Weight Adjacency Matrix of a Convolutional Code

Presenter
  • Heide Gluesing-Luerssen
April 19, 2007
IMA
Flips for 3-folds and 4-folds Thumbnail

Flips for 3-folds and 4-folds

Presenter
  • Osamu Fujino
April 18, 2007
SLMath
Bergman kernels and the pseudoeffectivity of relative canonical bundles Thumbnail

Bergman kernels and the pseudoeffectivity of relative canonical bundles

Presenter
  • Bo Berndtsson
April 18, 2007
SLMath
Nonvanishing theorem Thumbnail

Nonvanishing theorem

Presenter
  • Christopher Hacon
April 18, 2007
SLMath
Analytic Proof of Finite Generation of Canonical Ring for General Type Thumbnail

Analytic Proof of Finite Generation of Canonical Ring for General Type

Presenter
  • Yum-Tong Siu
April 18, 2007
SLMath
Strongly Self-orthogonal Codes for Secure Computation Thumbnail

Strongly Self-orthogonal Codes for Secure Computation

Presenter
  • Iwan Duursma
April 18, 2007
IMA
Epidemics in Technological and Social Networks; the Downside of Six Degrees of Separation Thumbnail

Epidemics in Technological and Social Networks; the Downside of Six Degrees of Separation

Presenter
  • Jennifer Chayes
April 18, 2007
IMA
New Recombination Techniques for Polynomial Factorization Algorithms Based on Hensel Lifting Thumbnail

New Recombination Techniques for Polynomial Factorization Algorithms Based on Hensel Lifting

Presenter
  • GrĂ©goire Lecerf
April 18, 2007
IMA
Extension on Non-Vanishing Theorems to Higher Codimension Thumbnail

Extension on Non-Vanishing Theorems to Higher Codimension

Presenter
  • Jean-Pierre Demailly
April 17, 2007
SLMath
Analytic Approach of the Finite Generation of the Canonical Ring Thumbnail

Analytic Approach of the Finite Generation of the Canonical Ring

Presenter
  • Philippe Eyssidieux
April 17, 2007
SLMath
On Smale's 17th Problem: A Probabilistic Solution in Average Polynomial Time Thumbnail

On Smale's 17th Problem: A Probabilistic Solution in Average Polynomial Time

Presenter
  • Luis Pardo
April 17, 2007
IMA
Further Applications of the Main L^2 Existence Theorems Thumbnail

Further Applications of the Main L^2 Existence Theorems

Presenter
  • Jean-Pierre Demailly
April 17, 2007
SLMath