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I.B.M. experiments with accelerated gradient methods for linear equations

• Authors : Forsythe, A. I.

Subjects: Conjugate gradient methods.; Conjugate gradient methods.

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COMPUTATIONAL ALGORITHMS IN OPTIMAL CONTROL

• Authors : GRUMMAN AIRCRAFT ENGINEERING CORP BETHPAGE N Y RESEARCH DEPT; Kopp,Richard E.

Subjects: Theoretical Mathematics; Armor; (*OPTIMIZATION

• Source: DTIC AND NTIS

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CONJUGATE GRADIENT METHODS WITH AN APPLICATION TO V/STOL FLIGHT-PATH OPTIMIZATION.

• Authors : HARVARD UNIV CAMBRIDGE MA DIV OF ENGINEERING AND APPLIED PHYSICS; Mehra, R. K.; Bryson, A. E., Jr

Subjects: V/STOL; (*SHORT TAKEOFF AIRCRAFT; FLIGHT PATHS)

• Source: DTIC AND NTIS

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A TRANSFORMATION TECHNIQUE FOR OPTIMAL CONTROL PROBLEMS WITH A STATE VARIABLE INEQUALITY CONSTRAINT.

• Authors : HARVARD UNIV CAMBRIDGE MASS DIV OF ENGINEERING AND APPLIED PHYSICS; Jacobson,D. H.; Lele,M. M.

Subjects: Theoretical Mathematics; (*CONTROL SYSTEMS; TRANSFORMATIONS(MATHEMATICS))

• Source: DTIC AND NTIS

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The Conjugate Residual Method for Constrained Minimization Problems

• Authors : Luenberger, David;

Subjects: [MATH]Mathematics [math]

• Source: ISSN: 0036-1429 ; SIAM Journal on Numerical Analysis ; https://hal.archives-ouvertes.fr/hal-01350543 ; SIAM Journal on Numerical Analysis, Society for Industrial and Applied Mathematics, 1970, 7

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THE PROBLEM OF NON-LINEARITY IN ORDINATION: EXPERIMENTS WITH TWO-GRADIENT MODELS.

• Authors : Austin, M. P.; Noy-Meir, I.

Subjects: ORDINATION (Statistics); NONLINEAR statistical models; LINEAR operators

• Source: BioScience; 11/1/1971, Vol. 21 Issue 21, p763-773, 11p, 2 Diagrams, 1 Chart, 1 Graph

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Comparison of genetic algorithms with conjugate gradient methods /

• Authors : Bosworth, Jack.; Zeigler, Bernard P., 1940-; Foo, N. Y. (Norman Y.)

Subjects: Conjugate gradient methods; Programming (Mathematics); Mathematical optimization

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A Primal-Dual Method for Minimization with Linear Constraints

• Authors : NAVAL PERSONNEL AND TRAINING RESEARCH LAB SAN DIEGO CA; Hatfield, Gordon B

Subjects: Operations Research; NONLINEAR PROGRAMMING; ALGORITHMS

• Source: DTIC AND NTIS

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Development and Evaluation of a Primal-Dual Method for the Solution of Non-Linear Programming Problems with Linear Constraints.

• Authors : NAVY PERSONNEL RESEARCH AND DEVELOPMENT CENTER SAN DIEGO CALIF; Hatfield,Gordon B.

Subjects: Operations Research; NONLINEAR PROGRAMMING; ALGORITHMS

• Source: DTIC AND NTIS

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The Modified Conjugate Residual Method for Partial Differential Equations.

• Authors : YALE UNIV NEW HAVEN CONN DEPT OF COMPUTER SCIENCE; Chandra,R; Eisenstat,S C

Subjects: Theoretical Mathematics; PARTIAL DIFFERENTIAL EQUATIONS; RESIDUES

• Source: DTIC AND NTIS

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