Welcome to the MSRI Video Archive, Click on the triangle icons to expand/contract the list.

MSRI: Spring 2004

MSRI: Fall 2003

MSRI: Spring 2003

MSRI: Fall 2002

MSRI: Spring 2002

MSRI: Fall 2001

MSRI: Spring 2001

MSRI: Fall 2000

MSRI: Spring 2000

MSRI: Fall 1999

MSRI: Spring 1999

MSRI: Fall 1998

Algorithmic Algebra and Geometry: Summer Program for Graduate Students of MSRI Sponsoring Institutions

July 6-17, 1998

• Dave Bayer Algorithms in Algebra and Geometry, part 1
• Sorin Popescu Algorithms in Algebra and Geometry, part 2
• Sorin Popescu Algorithms in Algebra and Geometry, part 3
• Dave Bayer Algorithms in Algebra and Geometry, part 4
• Dave Bayer Algorithms in Algebra and Geometry, part 5
• Sorin Popescu Algorithms in Algebra and Geometry, part 6
• Sorin Popescu Algorithms in Algebra and Geometry, part 7
• Dave Bayer Algorithms in Algebra and Geometry, part 8
• Dave Bayer Algorithms in Algebra and Geometry, part 9
• Sorin Popescu Algorithms in Algebra and Geometry, part 10
• Sorin Popescu Algorithms in Algebra and Geometry, part 11
• Dave Bayer Algorithms in Algebra and Geometry, part 12
• Dave Bayer Algorithms in Algebra and Geometry, part 13
• Sorin Popescu Algorithms in Algebra and Geometry, part 14
• Sorin Popescu Algorithms in Algebra and Geometry, part 15
• Dave Bayer Algorithms in Algebra and Geometry, part 16
• Dave Bayer Algorithms in Algebra and Geometry, part 17
• Sorin Popescu Algorithms in Algebra and Geometry, part 18
• Anders Bjorner Combinatorics and Homology of Graph Properties
• Bernd Sturmfels Cutting Corners

Introductory Workshop on Foundations of Computational Mathematics and Symbolic Computation in Geometry and Analysis

August 17 - 26, 1998

• Michel Coste Real algebraic geometry, part 1
• Michel Coste Real algebraic geometry, part 2
• Michel Coste Real algebraic geometry, part 3
• Jesus De Loera Combinatorial methods, part 1
• Jesus De Loera Combinatorial methods, part 2
• Arieh Iserles Geometric integration, part 1
• Arieh Iserles Geometric integration, part 2
• Arieh Iserles Geometric integration, part 3
• Teresa Krick Solving polynomial equations, part 1
• Teresa Krick Solving polynomial equations, part 2
• Teresa Krick Solving polynomial equations, part 3
• Tien Yien Li Homotopy methods, part 1
• Tien Yien Li Homotopy methods, part 2
• Tien Yien Li Homotopy methods, part 3
• Tien Yien Li Homotopy methods, part 4
• Jim Renegar Optimization and interior point methods, part 1
• Jim Renegar Optimization and interior point methods, part 2
• Jim Renegar Optimization and interior point methods, part 3
• William Sit Differential ideal theory, part 1
• William Sit Differential ideal theory, part 2

Minorities and Applied Mathematics

September 17-19, 1998

• David Bailey Challenges of Future High-End Computing
• David B. Serafini A View from the Front Lines: Computational Math in the "Real" World
• Dr. Fadil Santosa Emerging Opportunities in Mathematics
• Dr. Juan Meza I want to be a Computational Mathematician
• Dr. Rosemary Renaut Flavours of Computational Mathematics: A Perspective from Academia
  

MSRI: Spring 1998

MSRI: 1993-1997

MSRI User Education Seminars

Lectures from Other Organizations: 2002 - 2003

Lectures from Other Organizations: 2000 - 2001

Lectures from Other Organizations: 1998 - 1999

Lectures from Other Organizations: 1996 - 97

Lectures for the General Public