An example of irregular convergence in some constrained optimization methods that use the projected hessian

Author:

Byrd Richard H.

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics,Software

Reference6 articles.

1. P.T. Boggs, J.W. Tolle and P. Wang, “On the local convergence of quasi-Newton methods for constrained optimization”,SIAM Journal on Control and Optimization 20 (1982), 161–171.

2. T.F. Coleman and A.R. Conn, “Nonlinear programming via an exact penalty function method: asymptotic analysis”,Mathematical Programming 24 (1982), 123–136.

3. T.F. Coleman and A.R. Conn, “On the local convergence of a quasi-Newton method for a nonlinear programming problem”, Technical Report 82-509, Department of Computer Science, Cornell University (Ithaca, NY, 1982).

4. R. Fontecilla, T. Steihaug and R. Tapia, “A convergence theory for a class of quasi-Newton methods for constrained optimization”, Technical Report 83-15, Department of Mathematical Sciences, Rice University (Houston, 1983).

5. M.J.D. Powell, “The convergence of variable metric methods for nonlinearly constrained optimization calculations”, in: O. Mangasarian, R. Meyer and S. Robinson, eds.,Nonlinear Programming 3 (Academic Press, New York, 1978) pp. 27–63.

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