Ph.D. Dissertations - James Demmel

Avoiding Communication in Dense Linear Algebra
Grey Ballard [2013]

Communication-avoiding Krylov subspace methods
Mark Frederick Hoemmen [2010]

Making Static Pivoting Scalable and Dependable
Jason Riedy [2010]

PERCU: A Holistic Method for Evaluating High Performance Computing Systems
William TC Kramer [2008]

Methods and Devices for Optical and Electrical Metrology with Application to Phase-Shifting Interferometers, Torsional Microstructures, and Levitated Accelerometers
David G Garmire [2007]

Structured and Parameter-Dependent Eigensolvers for Simulation-Based Design of Resonant MEMS
David Samuel Bindel [2006]

Automatic Performance Tuning of Sparse Matrix Kernels
Richard W. Vuduc [2003]

Preconditioning Sparse Matrices for Computing Eigenvalues and Solving Linear Systems of Equations
Tzu-Yi Chen [2001]

Pbody: A parallel N-Body Library
David T. Blackston [2000]

A New O(n^2) Algorithm for the Symmetric Tridiagonal Eigenvalue/Eigenvector Problem
Inderjit Singh Dhillon [1997]

Execution Time of Symmetric Eigensolvers
Kendall Swenson Stanley [1997]

Sparse Gaussian Elimination on High Performance Computers
Xiaoye S. Li [1996]