Author Topic: Thomas Remy Cuthbert Jr.  (Read 48 times)

forbitals

  • Administrator
  • Full Member
  • *****
  • Posts: 226
    • View Profile
Re: Thomas Remy Cuthbert Jr.
« on: March 25, 2022, 04:39:49 pm »
Thomas Cuthbert's references

Forsythe, G. E. (1970) mention of an article about pitfalls in computation, why a math book is not enough

Maron (1982) Numerical Analysis a Practical Approach
Numerical analysis : a practical approach / Melvin J. Maron, Robert J. Lopez (1991 2nd ed)
* widely distributed

Traub (1964) Iterative Methods for the Solution of Equations
widely distributed

Wilkinson (1963) Rounding Errors in Algebraic Processes
*

article
Kelma V. C., and A. J. Laub (1980) about the singular value decomposition...

Noble B. (1969) Applied Linear Algebra
Applied linear algebra / Ben Noble and James W. Daniel. (1988 3rd edition)
*

Murray (1972)  Numerical Methods for Unconstrained Optimization
Numerical methods for unconstrained optimization / edited by W. Murray (1972)
*  widely disseminated

Nash (1979) Compact Numerical Methods for Computers
Compact numerical methods for computers : linear algebra and function minimisation / J.C. Nash. (1990)
*

Gill, P. E., and Murry and Wright (1981) Practical Optimization
Numerical methods for constrained optimization / edited by P. E. Gill and W. Murray. (1974)
*

Bellman (1960)
Introduction to matrix analysis / Richard Bellman. (SIAM 1997 2nd edition)
*

Jennings (1977) Matrix Computations for Engineers and Scientists
Matrix computation for engineers and scientists / Alan Jennings (1977)
*

Introduction to matrices and linear transformations, by Daniel T. Finkbeiner, II (1966 2nd ed)
*  widely disseminated

McCalla, T. R. (1967) Introduction to Numerical Methods and FORTRAN
0

Computational methods in elementary numerical analysis / J. Ll Morris (1983)
*  widely disseminated

Solving least squares problems / [by] Charles L. Lawson [and] Richard J. Hanson. (1974)
*

A first course in numerical analysis / Anthony Ralston, Philip Rabinowitz (1978 2nd ed)
*

Nonlinear programming : sequential unconstrained minimization techniques / Anthony V. Fiacco, Garth P. McCormick. (SIAM 1990 2nd ed)
*

Matrix computations / Gene H. Golub, Charles F. Van Loan (2013 4th ed)
*

Advanced calculus / Wilfred Kaplan. (1973 2nd ed, has other books too)
*

Nonlinear and dynamic programming / by G. Hadley. (1964)
* widely disseminated

Foundations of optimization [by] Douglass J. Wilde [and] Charles S. Beightler (1967)
*

The art of computer programming / [by] Donald E. Knuth. (1968 3 volumes)
*

Practical methods of optimization / R. Fletcher. (1987 2 volumes)
*

Himmelblau, D. M. , Applied Nonlinear Programming (1972)
Applied nonlinear programming [by] David M. Himmelblau (1972)
*

also note

Numerical linear algebra with applications : using MATLAB / by William Ford. (2015)
0 now

Foundations of optimization / Osman Güler (2010)
*