Matrix Algorithms using Quadtrees (1992)

by David S. Wise
Venue:IN PROC. ATABLE-92
Citations:5 - 0 self

Active Bibliography

1 Matrix Algorithms using Quadtrees Invited Talk, ATABLE-92 – David Wise - 1992
12 Matrix Algebra and Applicative Programming – David S. Wise - 1987
2 Using randomization to make recursive matrix algorithms practical – Dinh L^e D. Stott Parker
69 Auto-Blocking Matrix-Multiplication or Tracking BLAS3 Performance from Source Code – Jeremy Frens, David S. Wise - 1997
34 Tuning Strassen's Matrix Multiplication for Memory Efficiency – Mithuna Thottethodi, Siddhartha Chatterjee, Alvin R. Lebeck - 1998
Research Demonstration of a Hardware Reference-Counting Heap – Reference-counting Heap, David Wise, Brian Heck, Caleb Hess, Willie Hunt, Eric Ost - 1994
7 Research Demonstration of a Hardware Reference-Counting Heap – David S. Wise, Brian Heck, Caleb Hess, Willie Hunt, Eric Ost - 1997
3 A Randomizing Butterfly Transformation Useful in Block Matrix Computations – D. Stott Parker - 1995
7 A Direct Projection Method For Sparse Linear Systems – Michele Benzi, Carl D. Meyer - 1995
4 Direct Methods – Iain S. Duff - 1998
51 Recursive approach in sparse matrix LU factorization – Jack Dongarra, Victor Eijkhout, Piotr Ɓuszczek
14 A New Array Operation – Philip Wadler - 1986
Daisy, DSI and LiMP - Issues in Architecture for Suspending Construction – Steven D. Johnson
7 How to Eliminate Pivoting from Gaussian Elimination - By Randomizing Instead – D. Stott Parker, Dinh Le - 1995
54 Cilk: Efficient Multithreaded Computing – Keith H. Randall - 1998
Stability of Methods for Matrix Inversion – Jeremy Du, Jeremy J. Du Croz, Nicholas J. Higham - 1992
22 Stability of Methods for Matrix Inversion – Jeremy J. Du Croz , Nicholas J. Higham - 1992
1 A Strassen-Type Matrix Inversion Algorithm – Susanne M. Balle, Per Christian Hansen, Nicholas J. Higham - 1993
12 Optimization by direct search in matrix computations – Nicholas J. Higham, Mims Eprint, Nicholas J - 1993
7 STABILITY OF A METHOD FOR MULTIPLYING COMPLEX MATRICES WITH THREE REAL MATRIX MULTIPLICATIONS – Nicholas J. Higham - 1992