A class of methods for the solution of optimization problems with inequalities

Author:

Di Pillo G.,Grippo L.,Lampariello F.

Publisher

Springer Berlin Heidelberg

Reference21 articles.

1. M.J.D.POWELL: Optimization Algorithms in 1979, in Optimization Techniques, K.Iracki, K.Malanowski, S.Walukiewicz eds., Springer Verlag, 1980, Part 1, pp. 83–98.

2. R.A.TAPIA: Quasi-Newton Methods for Equality Constrained Optimization: Equivalence of Existing Methods and a New Implementation — in Nonlinear Programming 3, O.L.Mangasarian, R.R.Meyer, S.M.Robison eds., Academic Press, 1978, pp. 124–164.

3. M.R. HESTENES: Multipliers and Gradient Methods — in Computing Meth ods in Optimization Problems, vol. 2, L.A. Zadeh, L.W. Neustadt, A.V. Balakrishnan eds. Academic Press, New York, 1969, pp. 143–163.

4. M.J.D. POWELL: A Method for Nonlinear Constraints in Minimization Problems — in Optimization, R. Fletcher ed., Academic Press, New York, 1969, pp. 283–298.

5. R. FLETCHER: A Class of Methods for Nonlinear Programming with Termination and Convergence Properties — in Integer and Nonlinear Programming, J. Abadie ed., North Holland, Amsterdam, The Netherlands, 1970.

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