- The Complete Pivoting Conjecture for Gaussian Elimination is False
- The Circular Law and the Probability that a Random Matrix Has k Real Eigenvalues
- How many zeros of a random polynomial are real? Alan Edelman
- Eigenvalues and Condition Numbers of Random Matrices Alan Edelman
- On the largest principal angle between random subspaces P.-A. Absil
- THE GEOMETRY OF ALGORITHMS WITH ORTHOGONALITY CONSTRAINTS #
- STAIRCASE FAILURES EXPLAINED BY ORTHOGONAL VERSAL ALAN EDELMAN + AND YANYUAN MA #
- Curvature in Conjugate Gradient Eigenvalue Computation with Applications to Materials and Chemistry Calculations
- The Dimension of Matrices (Matrix Pencils) with Given Jordan (Kronecker) Canonical Forms
- Non-Fourier Encoded Parallel MRI Using Multiple Receiver Coils Dimitris Mitsouras1
- Contemporary Mathematics A Fast Projected Conjugate Gradient Algorithm
- A Physically Based Numerical Color Calibration Algorithm for Film
- Snapshots of Mobile Jacobi Alan Edelman*
- Parallel MATLAB: Doing it Right Ron Choy , Alan Edelman
- A GEOMETRIC APPROACH TO PERTURBATION THEORY OF MATRICES AND MATRIX PENCILS. PART II: A
- When is x \Lambda (1=x) 6= 1? Alan Edelman \Lambda
- Eigenvalues of Hermite and Laguerre ensembles: Large Beta Asymptotics
- arXiv:math/0601389v3[math.PR]31Oct2007 The polynomial method for random matrices
- Large Numerical Linear Algebra in 1994: The Continuing In uence of Parallel Computing
- arXiv:condmat/9805283 Multiscale Computation with Interpolating Wavelets
- arXiv:math.ST/0701314v111Jan2007 Statistical eigen-inference from large Wishart matrices
- The computation and sensitivity of double eigenvalues Ross A. Lippert and Alan Edelman
- Non-generic Eigenvalue Perturbations of Jordan Blocks Yanyuan Ma Alan Edelmany
- A Geometric Approach to Perturbation Theory of Matrices and Matrix Pencils.
- The ``Guess what? We have a hypercube'' document Alan Edelman
- The road from Kac's matrix to Kac's random polynomials
- THE BETA-JACOBI MATRIX MODEL, THE CS DECOMPOSITION, AND GENERALIZED SINGULAR
- BIT 36:1 (1996), 001--003. ON CONJUGATE GRADIENTLIKE METHODS
- Pascal Matrices Alan Edelman and Gilbert Strang
- How Many Eigenvalues of a Random Matrix are Real? Alan Edelman
- EIGENVALUE ROULETTE AND RANDOM TEST MATRICES Department of Mathematics
- Fast Magnetic Resonance Imaging via Adaptive Broadband Encoding of the MR Signal Content
- MATHEMATICS OF COMPUTATION Volume 75, Number 254, Pages 833846
- J Algebr Comb manuscript No. (will be inserted by the editor)
- Index Transformation Algorithms in a Linear Algebra Framework Alan Edelmany
- 8.3 Nonlinear Eigenvalue Problems with Orthogo-nality Constraints
- Matrix Models for Beta Ensembles Ioana Dumitriu and Alan Edelman y
- THE MATHEMATICS OF THE PENTIUM DIVISION BUG # ALAN EDELMAN +
- Reflections on the Large Scale Matrix Computations in Lattice QCD by Richard Brower, Jim Demmel, Alan Edelman, and George Hockney
- THE FUTURE FAST FOURIER TRANSFORM? ALAN EDELMAN, PETER McCORQUODALE, AND SIVAN TOLEDO
- Large Dense Numerical Linear Algebra in 1993: The Parallel Computing In uence
- Optimal Matrix Transposition and Bit Reversal on Hypercubes: All{to{All Personalized Communication
- The First Annual Large Dense Linear System Survey Alan Edelman
- STURM SEQUENCES AND RANDOM EIGENVALUE DISTRIBUTIONS JAMES T. ALBRECHT, CY P. CHAN, AND ALAN EDELMAN
- FROM RANDOM MATRICES TO STOCHASTIC ALAN EDELMAN AND BRIAN D. SUTTON
- A LINEAR-TIME ALGORITHM FOR EVALUATING SERIES OF SCHUR FUNCTIONS
- On the determinant of a uniformly distributed complex matrix Alan Edelman
- On the Distribution of a Scaled Condition Number Alan Edelman*
- ON PARLETT'S MATRIX NORM INEQUALITY FOR THE CHOLESKY DECOMPOSITION
- TAILS OF CONDITION NUMBER DISTRIBUTIONS ALAN EDELMAN AND BRIAN D. SUTTON
- Polynomial Roots from Companion Matrix Eigenvalues Alan Edelman
- ON THE COMPLETE PIVOTING CONJECTURE FOR A HADAMARD MATRIX OF ORDER 12
- Matrix Multiplication on Hypercubes Using Full Bandwidth and Constant
- IEEE TRANSACTIONS ON SIGNAL PROCESSING, VOL. 56, NO. 7, JULY 2008 2625 Sample Eigenvalue Based Detection of
- The Random Matrix Technique of Ghosts and Shadows Alan Edelman
