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Algorithms for Continuous Optimization: The State of the Art Book

Algorithms for Continuous Optimization: The State of the Art
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Algorithms for Continuous Optimization: The State of the Art, This book gives an up-to-date presentation of the main algorithms for solving nonlinear continuous optimization (local and global methods), including linear programming as special cases linear programming (via simplex or interior point methods) and linear, Algorithms for Continuous Optimization: The State of the Art
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  • Algorithms for Continuous Optimization: The State of the Art
  • Written by author Emilio Spedicato
  • Published by Springer, 1994/05/31
  • This book gives an up-to-date presentation of the main algorithms for solving nonlinear continuous optimization (local and global methods), including linear programming as special cases linear programming (via simplex or interior point methods) and linear
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Preface. 1. General Optimality Conditions via a Separation Scheme; F. Giannessi. 2. Linear Equations in Optimization; C.G. Broyden. 3. Generalized and Sparse Least Squares Problems; Å. Björck. 4. Algorithms for Solving Nonlinear Systems of Equations; J.M. Martínez. 5. An Overview of Unconstrained Optimization; R. Fletcher. 6. Nonquadratic Model Methods in Unconstrained Optimization; Naiyang Deng, Zhengfeng Li. 7. Algorithms for General Constrained Nonlinear Optimization; M.C. Bartholomew-Biggs. 8. Exact Penalty Methods; G. Di Pillo. 9. Stable Barrier-Projection and Barrier-Newton Methods for Linear and Nonlinear Programming; Y.G. Evtushenko, V.G. Zhadan. 10. Large-Scale Nonlinear Constrained Optimization: a Current Survey; A.R. Conn, N. Gould, P.L. Toint. 11. ABS Methods for Nonlinear Optimization; E. Spedicato, Zunquan Xia. 12. A Condensed Introduction to Bundle Methods in Nonsmooth Optimization; C. Lemaréchal, J. Zowe. 13. Computational Methods for Linear Programming; D.F. Shanno. 14. Infeasible Interior Point Methods for Solving Linear Programs; J. Stoer. 15. Algorithms for Linear Complementarity Problems; J.J. Júdice. 16. A Homework Exercise — the 'Big M' Problem; R.W.H. Sargent. 17. Deterministic Global Optimization; Y.G. Evtushenko, M.A. Potapov. 18. On Automatic Differentiation and Continuous Optimization; L.C.W. Dixon. 19. Neural Networks and Unconstrained Optimization; L.C.W. Dixon. 20. Parallel Nonlinear Optimization: Limitations, Challenges and Opportunities; R.B. Schnabel. 21. Index.


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Algorithms for Continuous Optimization: The State of the Art, This book gives an up-to-date presentation of the main algorithms for solving nonlinear continuous optimization (local and global methods), including linear programming as special cases linear programming (via simplex or interior point methods) and linear, Algorithms for Continuous Optimization: The State of the Art

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Algorithms for Continuous Optimization: The State of the Art, This book gives an up-to-date presentation of the main algorithms for solving nonlinear continuous optimization (local and global methods), including linear programming as special cases linear programming (via simplex or interior point methods) and linear, Algorithms for Continuous Optimization: The State of the Art

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Algorithms for Continuous Optimization: The State of the Art, This book gives an up-to-date presentation of the main algorithms for solving nonlinear continuous optimization (local and global methods), including linear programming as special cases linear programming (via simplex or interior point methods) and linear, Algorithms for Continuous Optimization: The State of the Art

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