Charles F. Van Loan | Academic Influence

Charles F. Van Loan's AcademicInfluence.com Rankings

Charles F. Van Loan

Computer Science

#943

World Rank

#978

Historical Rank

#512

USA Rank

Numerical Analysis

#6

World Rank

#6

Historical Rank

#5

USA Rank

computer-science Degrees

Charles F. Van Loan

Mathematics

#1181

World Rank

#1977

Historical Rank

#502

USA Rank

Applied Mathematics

#25

World Rank

#29

Historical Rank

#15

USA Rank

Measure Theory

#1033

World Rank

#1330

Historical Rank

#381

USA Rank

mathematics Degrees

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Computer Science
Mathematics

Charles F. Van Loan's Degrees

PhD Computer Science Stanford University
Masters Computer Science Stanford University

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Why Is Charles F. Van Loan Influential?

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According to Wikipedia, Charles Francis Van Loan is an emeritus professor of computer science and the Joseph C. Ford Professor of Engineering at Cornell University, He is known for his expertise in numerical analysis, especially matrix computations.

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Charles F. Van Loan's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Matrix computations (3rd ed.) (1996) (8321)
Nineteen Dubious Ways to Compute the Exponential of a Matrix, Twenty-Five Years Later (1978) (2735)
Computational Frameworks for the Fast Fourier Transform (1992) (1319)
An analysis of the total least squares problem (1980) (1229)
Computing integrals involving the matrix exponential (1978) (824)
The ubiquitous Kronecker product (2000) (798)
A Hessenberg-Schur method for the problem AX + XB= C (1979) (785)
Matrix Computations, Third Edition (1996) (655)
Generalizing the Singular Value Decomposition (1976) (580)
Approximation with Kronecker Products (1992) (396)
A Storage-Efficient $WY$ Representation for Products of Householder Transformations (1989) (374)
The WY representation for products of householder matrices (1985) (323)
The Sensitivity of the Matrix Exponential (1977) (280)
A Schur decomposition for Hamiltonian matrices (1981) (250)
GEMM-based level 3 BLAS: high-performance model implementations and performance evaluation benchmark (1998) (238)
Almost linear-time computation of the singular value decomposition using mesh-connected processors (1983) (218)
A Symplectic Method for Approximating All the Eigenvalues of a Hamiltonian Matrix (1982) (217)
How Near is a Stable Matrix to an Unstable Matrix (1984) (169)
On the Method of Weighting for Equality Constrained Least Squares Problems (1984) (125)
Computing the CS and the generalized singular value decompositions (1985) (90)
Introduction to Scientific Computing: A Matrix-Vector Approach Using MATLAB (1996) (87)
Optimizing closed-loop adaptive-optics performance with use of multiple control bandwidths (1994) (76)
Computing thr minimum eigenvalue of a symmetric positive definite Toeplitz matrix (1984) (67)
Block Tensor Unfoldings (2011) (61)
The strong stability of algorithms for solving symmetric linear systems (1989) (57)
Block tensors and symmetric embeddings (2010) (56)
A General Matrix Eigenvalue Algorithm (1975) (50)
Unsymmetric positive definite linear systems (1979) (47)
A Jacobi-Type Method for Computing Orthogonal Tensor Decompositions (2008) (46)
Algorithm 784: GEMM-based level 3 BLAS: portability and optimization issues (1998) (45)
On estimating the condition of eigenvalues and eigenvectors (1987) (40)
Generalizing the LINPACK Condition Estimator (1981) (39)
Future Directions in Tensor-Based Computation and Modeling (2009) (39)
From Random Polygon to Ellipse: An Eigenanalysis (2010) (34)
The Block Jacobi Method for Computing the Singular Value Decomposition (1985) (32)
Portable High Performance GEMM-Based Level 3 BLAS (1993) (29)
Total least squares (1979) (27)
A note on the evaluation of matrix polynomials (1979) (27)
Using the Hessenberg decomposition in control theory (1982) (26)
Parallel Block Matrix Factorizations on the Shared-Memory Multiprocessor Ibm 3090 VF/600J (1992) (22)
Signal Processing Computations Using The Generalized Singular Value Decomposition (1984) (22)
Generalized singular values with algorithms and applications. (1973) (20)
Shifted Kronecker Product Systems (2006) (19)
Exploiting Hidden Structure in Matrix Computations: Algorithms and Applications (2016) (19)
Design and Evaluation of Parallel Block Algorithms: LU Factorization on an IBM 3090 VF/600J (1991) (17)
Structured Matrix Problems from Tensors (2016) (14)
Rational Matrix Functions and Rank-1 Updates (2000) (12)
ON THE LIMITATION AND APPLICATION OF PADÉ APPROXIMATION TO THE MATRIX EXPONENTIAL (1977) (12)
Nineteen Ways to Compute the Exponential of a Matrix (1976) (11)
Insight Through Computing - A MATLAB Introduction to Computational Science and Engineering (2009) (11)
A generalized horner algorithm for computing integrals involving the matrix exponential (1978) (11)
A Survey of Matrix Computations (1990) (10)
A generalized SVD analysis of some weighting methods for equality constrained least squares (1983) (10)
A Unitary Method For The ESPRIT Direction-Of-Arrival Estimation Algorithm (1987) (10)
Approximating Matrices with Multiple Symmetries (2014) (8)
Computing the Singular Value Decomposition on a Ring of Array Processors (1986) (7)
Solving Real Linear Systems with the Complex Schur Decomposition (2006) (7)
The numerical solution of the pressure Poisson equation for the incompressible Navier-Stokes equations using a quadrilateral spectral multidomain penalty method (2011) (6)
Computation Of The C-S Decomposition, With Application To Signal Processing (1986) (6)
Introduction to computational science and mathematics (1996) (5)
A Block QR Factorization Scheme for Loosely Coupled Systems of Array Processors (1987) (4)
Multiple Control Bandwidth Computations in Adaptive-Optics (1996) (4)
GEMM--Based Level 3 BLAS: Installation, Tuning and Use of the Model Implementations and the Performa (1995) (4)
Lectures in Least Squares (1976) (4)
On Computing the CS Decomposition with Systolic Arrays (1984) (3)
Analysis of Some Matrix Problems Using the CS Decomposition (1984) (3)
A Hamiltonian-Schur Decomposition (1979) (3)
Chapter 6 A survey of matrix computations (1992) (3)
Matrix Computations and Signal Processing (1987) (3)
Computer Science and the Liberal Arts Student (1979) (2)
Vectorization of Multiple Small Matrix Problems (1994) (2)
The Short Talk (2001) (2)
Product Triangular Systems with Shift (2002) (2)
ON STEWART ' S SINGULAR VALUE DECOMPOSITION FOR PARTITIONED (1)
Matrix Decompositions: Linpack and Beyond (2010) (1)
Integral Transform Estimation and Compartmental Models (1997) (1)
1. The Radix-2 Frameworks (1992) (1)
A Conversation with Charlie Van Loan (2015) (0)
Building Computational Intuition in Freshman Scientists and Engineers (1995) (0)
Test Number of Wirelength Gain Problem Elements Test Number of Channel Width Gain Problem Elements Cij C 2 (0)
3. High-Performance Frameworks (1992) (0)
1. From Formula to Program (2010) (0)
Book Review: Lectures on finite precision computations (1997) (0)
1. A Subset of Fortran 77 (1988) (0)
2. The BLAS (1988) (0)
Bibliography of the Book Matrix Computations (1999) (0)
Approximating Matrices with Multiple Symmetries | SIAM Journal on Matrix Analysis and Applications | Vol. 36, No. 3 | Society for Industrial and Applied Mathematics (2015) (0)
14. Divide and Conquer (2010) (0)
7. The Second Dimension (2010) (0)
2. General Radix Frameworks (1992) (0)
4. Selected Topics (1992) (0)
10. Points, Polygons, and Circles (2010) (0)
3. Approximation with Fractions (2010) (0)
11. Text File Processing (2010) (0)
4. The Discrete versus the Continuous (2010) (0)
13. Acoustic File Processing (2010) (0)
Automatic Segmentation of Speech (1991) (0)
CIMEEMS Summer School in applied mathematics Exploiting Hidden Structure in Matrix Computations. Algorithms and Applications (2015) (0)
A General Class of Sliding Surface for Sliding Mode Control (1998) (0)
2. Limits and Error (2010) (0)
12. The Matrix: Part II (2010) (0)

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What Schools Are Affiliated With Charles F. Van Loan?

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