Cleve Moler | Academic Influence

Cleve Moler's AcademicInfluence.com Rankings

Cleve Moler

Computer Science

#121

World Rank

#128

Historical Rank

#70

USA Rank

Numerical Analysis

#1

World Rank

#1

Historical Rank

#1

USA Rank

computer-science Degrees

Cleve Moler

Mathematics

#333

World Rank

#707

Historical Rank

#160

USA Rank

Measure Theory

#869

World Rank

#1142

Historical Rank

#325

USA Rank

mathematics Degrees

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Computer Science
Mathematics

Cleve Moler's Degrees

PhD Computer Science Stanford University
Masters Computer Science Stanford University
Bachelors Mathematics California Institute of Technology

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Why Is Cleve Moler Influential?

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According to Wikipedia, Cleve Barry Moler is an American mathematician and computer programmer specializing in numerical analysis. In the mid to late 1970s, he was one of the authors of LINPACK and EISPACK, Fortran libraries for numerical computing. He invented MATLAB, a numerical computing package, to give his students at the University of New Mexico easy access to these libraries without writing Fortran. In 1984, he co-founded MathWorks with Jack Little to commercialize this program.

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Cleve Moler'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

Nineteen Dubious Ways to Compute the Exponential of a Matrix, Twenty-Five Years Later (1978) (2735)
Computer methods for mathematical computations (1977) (2294)
Mathematical Handbook for Scientists and Engineers (1961) (1632)
An Algorithm for Generalized Matrix Eigenvalue Problems. (1973) (1061)
Numerical methods and software (1990) (1028)
LINPACK Users' Guide (1987) (1007)
Matrix Eigensystem Routines — EISPACK Guide (1974) (876)
Numerical computing with MATLAB (2004) (674)
Sparse Matrices in MATLAB: Design and Implementation (1992) (620)
Computer solution of linear algebraic systems (1969) (589)
The Programming Language Ada Reference Manual American National Standards Institute, Inc. ANSI/MIL-STD-1815A-1983 (1983) (494)
Matrix Eigensystem Routines — EISPACK Guide Extension (1977) (427)
Advances in Cryptology (2000) (411)
AN ESTIMATE FOR THE CONDITION NUMBER OF A MATRIX (1979) (325)
Numerical Differentiation of Analytic Functions (1967) (317)
Solution of the Sylvester matrix equation AXBT + CXDT = E (1992) (220)
Advances in Cryptology — EUROCRYPT ’88 (2000) (217)
APPROXIMATIONS AND BOUNDS FOR EIGENVALUES OF ELLIPTIC OPERATORS (1967) (205)
Matrix Eigensystem Routines — EISPACK Guide (1974) (188)
Iterative Refinement in Floating Point (1967) (153)
The Programming Language Ada (1983) (147)
IMPROVING THE ACCURACY OF COMPUTED EIGENVALUES AND EIGENVECTORS (1983) (97)
Matrix Eigensystem Routines - EISPACK Guide, Second Edition (1976) (72)
Matrix computations with Fortran and paging (1972) (70)
Bounds for Eigenvalues and Eigenvectors of Symmetric Operators (1968) (62)
Algorithm 705; a FORTRAN-77 software package for solving the Sylvester matrix equation AXBT + CXDT = E (1992) (47)
Van der Monde systems and numerical differentiation (1966) (37)
Netlib and NA-Net: Building a Scientific Computing Community (2008) (37)
Computational aspects of the Pentium affair (1995) (36)
Singular Value Analysis of Cryptograms (1983) (28)
Generalized Romberg methods for integrals of derivatives (1969) (22)
The World' s Largest Matrix Computation Google's PageRank is an eigenvector of a matrix of order 2.7 billion (2002) (22)
Use of Splines and Numerical Integration in Geometrical Acoustics (1970) (22)
An Algorithm for the Generalized Matrix Eigenvalue Problem Ax = Lambda Bx (1971) (21)
Numerical algorithms in chemistry: algebraic methods. [Workshop, August 9-11, 1978] (1978) (20)
A history of MATLAB (2020) (19)
Replacing Square Roots by Pythagorean Sums (1983) (18)
2. Linear Equations (2004) (15)
EISPACK: a package for solving matrix eigenvalue problems (1983) (14)
Elementary interactions in quasi-linear hyperbolic systems (1970) (14)
NATS a collaborative effort to certify and disseminate mathematical software (1972) (14)
Cramer's rule on 2-by-2 systems (1974) (13)
Numerical Computing with MATLAB Revised Reprint 2nd Edition (2008) (12)
Symbolic math toolbox for use with Matlab (1995) (12)
Nineteen Ways to Compute the Exponential of a Matrix (1976) (11)
Linear Equation Solver [F4] (Algorithm 423) (1972) (11)
Accurate bounds for the eigenvalues of the Laplacian and applications to rhombical domains (1969) (11)
On the Householder-Fox Algorithm for Decomposing a Projection (1978) (10)
First principles of numerical analysis (1970) (9)
\nspcg User's Guide, Version 1.0: a Package for Solving Large Sparse Linear Systems by Various Iterative Methods." Report Numerical Results an Experiment Was Conducted Comparing times on a Cray X-mp Computer for Computing the Multiple Rst Order Linear Recursion (1988) (9)
10. Eigenvalues and Singular Values (2004) (9)
LINPACK working note No. 9: preliminary LINPACK user's guide. [In FORTRAN] (1977) (8)
Design of ARMA Digital Filters by Pole-Zero Decomposition (7)
Demonstration of a matrix Laboratory (1982) (7)
5. Least Squares (2004) (6)
Sensitivity Of matrix eigenvalues (1978) (6)
MATLAB-a mathematical visualization laboratory (1988) (6)
URAND: a universal random number generator. (1973) (5)
Accurate solution of linear algebraic systems: a survey (1967) (5)
PARLE '89 Parallel Architectures and Languages Europe (1989) (5)
Distributed graphics: where to draw the lines? (1989) (5)
11. The Singular Value Decomposition (1979) (4)
Semi-symbolic methods in partial differential equations (1971) (4)
Technical Perspective: Not just a matrix laboratory anymore (2015) (3)
A memory of George Forsythe (1972) (3)
LU and CR Elimination (2022) (2)
State of the art in matrix computations (1969) (2)
1. Introduction to Matlab (2004) (2)
Roundoff error on the CDC 6600/7600 computers (1973) (2)
Work in progress - teaching numerical computing with MATLAB (2004) (2)
9. Random Numbers (2004) (2)
Ordinary Differential Equations (2008) (1)
How to Use EISPACK (1974) (1)
Collisionless Solutions to the Four Velocity Broadwell Equations (1991) (1)
More on the sphere in the corner (1969) (1)
Declarations and Types (1980) (1)
Purdue University: numerical analysis qualifying examination (1968) (1)
Matrix computations (2003) (1)
LINPACK working note No. 8: three numerical experiments with Gaussian elimination (1977) (1)
Integrating square roots (1970) (1)
8. Fourier Analysis (2004) (1)
Dedication to Gene H. Golub on the Occasion of his 15th Birthday (1992) (1)
Single-user supercomputers or how I got rid of the BLAS (1988) (0)
Remark on certification of matrix inversion procedures (1963) (0)
3. Positive Definite Matrices (1979) (0)
6. Triangular Matrices (1979) (0)
4. Zeros and Roots (2004) (0)
Program Structure and Compilation Issues (1980) (0)
Documentation and Source Listings (1974) (0)
The World of Science (1958) (0)
LINPACK working note No. 13: implementation guide for LINPACK (1980) (0)
Generic Program Units (1980) (0)
A Comparison of 2 x 2 and 3 x 3 Block Saddle Point Formulations of Weak Constraint 4 D-Var Ieva (2019) (0)
4. Positive Definite Band Matrices (1979) (0)
Purdue University: numerical analysis qualifying examination (1968) (0)
translation for BUAA press. The census example in section 5.3 includes the 2010 census. Output from format long shows 16 significant digits. Symbolic Toolbox usage reflects the MuPad connection. Many thanks to Prof. Zhang. (2013) (0)
Images of matrices: Mathematical visualization (1989) (0)
7. Tridiagonal Matrices (1979) (0)
Representation clauses and implementation-dependent features (1983) (0)
2. Band Matrices (1979) (0)
On Designing Portable High Performance . . . (1991) (0)
Representation Specifications and Implementation Dependent Features (1980) (0)
9. The QR Decomposition (1979) (0)
Focus on aquatics. (1994) (0)
With the Pentium , there is a very small chance of making a very large error A Tale of Two Numbers (0)
10. Updating QR & Cholesky Decompositions (1979) (0)
5. Symmetric Indefinite Matrices (1979) (0)
Validation of EISPACK (1974) (0)
Graphics Supercomputers or How I Got Rid of the BLAS (コンピュ-タ特集) (1988) (0)
Certification and Availability of EISPACK (1974) (0)
Computer Programs for Spelling Correction: An Experiment in Program Design (1980) (0)
Differences Between the EISPACK Subroutines and the Handbook Algol Procedures (1974) (0)
A Conjectured Positive Definite Matrix (K. W. Schmidt) (1973) (0)
Ph.D. qualifying examination: numerical analysis (1968) (0)
Linear-Algebra Programs (1982) (0)
Ph.D. qualifying examination: numerical analysis (1968) (0)
Learning numerical analysis and mathematics from interactive computing (1983) (0)
Singular Value Analysis of Cryptograms Author ( s ) : (2008) (0)
8. The Cholesky Decomposition (1979) (0)
Efficient matrix factorization for digital image processing. Informal report (1979) (0)
CONPAR 81 : Conference on Analysing Problem Classes and Programming for Parallel Computing, Nürnberg, June 10-12, 1981 : proceedings (1981) (0)
Excerpts from Ph.D. comprehensive examination (1968) (0)
1. General Matrices (1979) (0)
11. Partial Differential Equations (2004) (0)
Execution Times for EISPACK (1974) (0)
Concurrent computing for exploration geophysics (1985) (0)

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