Videos

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Mathematical and Algorithmic Challenges in the Simulation of Electronic Structure and Dynamics on Quantum Computers Thumbnail

Mathematical and Algorithmic Challenges in the Simulation of Electronic Structure and Dynamics on Quantum Computers

Presenter
  • Alán Aspuru-Guzik
October 3, 2008
IMA
Exact Embedding of Local Defects in Crystals Thumbnail

Exact Embedding of Local Defects in Crystals

Presenter
  • Mathieu Lewin
October 1, 2008
IMA
Mathematical aspects of density functional theory Thumbnail

Mathematical aspects of density functional theory

Presenter
  • Eric Cances
September 27, 2008
IMA
Mathematical modeling of electronic structures Thumbnail

Mathematical modeling of electronic structures

Presenter
  • Eric Cances
September 26, 2008
IMA
Static problems of the chiral smectic and bent core liquid crystals focusing on the role of the spontaneous polarization Thumbnail

Static problems of the chiral smectic and bent core liquid crystals focusing on the role of the spontaneous polarization

Presenter
  • Jinhae Park
July 23, 2008
IMA
How a soliton Illuminates a Blackhole Thumbnail

How a soliton Illuminates a Blackhole

Presenter
  • Shabnam Beheshti
June 27, 2008
SLMath
Arithmetic of String Compactification and Emergent Spacetime. Thumbnail

Arithmetic of String Compactification and Emergent Spacetime.

Presenter
  • Savan Kharel
June 27, 2008
SLMath
Zeta and L-functions Thumbnail

Zeta and L-functions

Presenter
  • Paul Nelson
June 27, 2008
SLMath
Generalized Cardy formula for black hole entropy(applications of forms of non-positive weight) Thumbnail

Generalized Cardy formula for black hole entropy(applications of forms of non-positive weight)

Presenter
  • Floyd Williams
June 26, 2008
SLMath
A Window into Zeta an Modular Physics talk II Thumbnail

A Window into Zeta an Modular Physics talk II

Presenter
  • Michael Tuite
June 25, 2008
SLMath
A Window into Zeta an Modular Physics talk I Thumbnail

A Window into Zeta an Modular Physics talk I

Presenter
  • Michael Tuite
June 25, 2008
SLMath
Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients) Thumbnail

Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients)

Presenter
  • Floyd Williams
June 24, 2008
SLMath