Download Acta Numerica 1995 (Volume 4) by Arieh Iserles PDF

By Arieh Iserles

Acta Numerica has verified itself because the top discussion board for the presentation of definitive stories of numerical research themes. Highlights of this year's factor contain articles on sequential quadratic programming, mesh adaption, unfastened boundary difficulties, and particle tools in continuum computations. The invited papers will permit researchers and graduate scholars alike to speedy take hold of the present traits and advancements during this box.

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Additional info for Acta Numerica 1995 (Volume 4)

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Boggs and J. W. Tolle (1994), 'Convergence properties of a class of rank-two updates', SIAM Journal on Optimization 4, 262-287. 48 BOGGS AND TOLLE P. T. Boggs, J. W. Tolle and A. J. Kearsley (1991), 'A merit function for inequality constrained nonlinear programming problems', Internal Report 4702, National Institute of Standards and Technology. P. T. Boggs, J. W. Tolle and A. J. Kearsley (1994), 'A practical algorithm for general large scale nonlinear optimization problems', Internal report, National Institute of Standards and Technology.

A. Tapia (1987), 'A convergence theory for a class of quasi-Newton methods for constrained optimization', SIAM Journal on Numerical Analysis 24, 1133-1151. M. Fukushima (1986), 'A successive quadratic programming algorithm with global and superlinear convergence properties', Mathematical Programming 35, 253264. D. Gabay (1982), 'Reduced quasi-Newton methods with feasibility improvement for nonlinearly constrained optimization', Mathematical Programming Study 16, 18-44. U. M. Garcia-Palomares and O.

A. ), Academic Press, New York, pp. 371-382. R. Fletcher (1981), Practical Methods of Optimization, volume 2, Wiley, New York. R. Fontecilla (1988), 'Local convergence of secant methods for nonlinear constrained optimization', SIAM Journal on Numerical Analysis 25, 692-712. R. Fontecilla, T. Steihaug and R. A. Tapia (1987), 'A convergence theory for a class of quasi-Newton methods for constrained optimization', SIAM Journal on Numerical Analysis 24, 1133-1151. M. Fukushima (1986), 'A successive quadratic programming algorithm with global and superlinear convergence properties', Mathematical Programming 35, 253264.

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