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- 1 Projections and the Gram-Schmidt Process
- The QR Decomposition Is a Fundamentally Important Matrix Factorization
- Design and VLSI Implementation of a Reduced-Complexity Sorted QR Decomposition for High-Speed MIMO Systems
- QR Factorization on a Multicore Node Enhanced with Multiple GPU Accelerators
- QR-Decomposition and Diagonalization Linear Algebra X
- Communication-Avoiding QR Decomposition for Gpus
- Orthogonal Bases and the QR Algorithm
- A Givens Rotation-Based QR Decomposition for MIMO Systems Wen Fan and Amir Alimohammad
- "Maintaining High Performance in the QR Factorization While Scaling
- Matrix Factorizations Matrix Factorizations
- LAB 6: Orthonormal Bases, Orthogonal Projections, and QR Decomposition
- 2.10 QR Decomposition 91
- Numerical Linear Algebra
- QR Factorization and Singular Value Decomposition
- Notes on Eigenvalues, Singular Values and QR
- Matrix Inversion Using QR Decomposition by Parabolic Synthesis
- Fast Qrs Decomposition of Matrix and Its Applications to Numerical Optimization
- QR Algorithm
- QR-Decomposition of Complex Matrices
- Fast Heap Transform-Based QR-Decomposition of Real and Complex Matrices: Algorithms and Codes
- A Condensed Summary of Matrix Decompositions We've Covered
- Lecture 17 the QR Method*
- QR Decomposition Using Householder Reflectors
- Generalized QR Factorization and Its Applications Work in Progress
- Lecture 9: Numerical Linear Algebra Primer (February 11St) Lecturer: Ryan Tibshirani Scribes: Avinash Siravuru, Guofan Wu, Maosheng Liu
- Lecture 4 Orthonormal Sets of Vectors and QR Factorization
- Generalized QR Factorization and Its Applications*
- On the QR Algorithm and Updating the SVD and the URV Decomposition in Parallel
- MATH 3795 Lecture 8. Linear Least Squares. Using QR Decomposition
- Non-Negative Diagonals and High Performance on Low-Profile
- Chapter 7 QR-Decomposition for Arbitrary Matrices
- QR Factorization
- Matlab in Math 461, Part Six QR Decomposition by Default, Matlab
- QR Decomposition
- QR-Decomposition
- A CORDIC-Based QR Decomposition for MIMO Signal Detector
- The QR Factorization
- On the Failure of Rank Revealing QR Factorization Software – a Case Study LAPACK Working Note 176
- Least Square Problems, Qr Decomposition, and Svd Decomposition
- Reproducible Tall-Skinny QR
- The QR Decomposition and the Singular Value Decomposition in the Symmetrized Max-Plus Algebra∗
- Least Square Problem, QR and SVD Decomposition
- Coordination of Software Development in COBIK and Laboratory for Multiphase Processes
- CS 3331 Numerical Methods Lecture 4: QR Decomposition
- The Pipelined QR Decomposition Hardware Architecture Based on Givens Rotation CORDIC Algorithm
- A BLAS-3 Version of the QR Factorization with Column Pivoting
- Linear Algebra III: Computations in Coordinates
- Communication Avoiding Rank Revealing Qr Factorization with Column Pivoting