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¸½ÉÏһЩĿ¼£º A Course on Optimization and Best Approximation£¬1972.(233s) A course on optimization and best approximation£¬Richard B. Holmes£¬1972[ɾ³ýPDF] A First Course in Optimization Theory£¬1996.£¨364s£© A Mathematical View of Interior-Point Methods in Convex Optimization£¬1987 An Introduction to Continuous Optimization£ºFoundations and Fundamental Algorithms£¬2007 An Introduction to Optimization,3E.[Errata] An Introduction to Optimization£¬2E£¬Edwin.K.P.Chong£¬2001.(495s) An Introduction to Optimization£¬Niclas Andreasson£¬2004.£¨254s£© An Introduction to Optimization£¬Urmila Diwekar£¬2E£¬2008.(309s) Applied Optimization£ºFormulation and Algorithms for Engineering Systems£¬2006.(843s) Approximation and Optimization£¬1987.(300s) Approximation, Randomization and Combinatorial Optimization£¬2001.(313s) combinatorial optimization-algorithms and complexity£¬1982¡¢1988.£¨513s£©.. Complex Convexity & Analytic Functionals£¬Andersson M.£¬2004.(166s) Conjugate Gradient Algorithms in Nonconvex Optimization Constrained optimization and Lagrange multiplier methods£¬1996.(410s) Constrained Optimization.[Mathematics],2008.(76s) Convex Analysis and NonLinear Optimization Theory and Examples - Borwein,Lewis Convex Analysis and Optimization£¬2003.£¨550s£©... Convex Optimization in Signal Processing and Communications£¬2010.£¨514s£© Convex Optimization£¬ Boyd¡¾PPT¡¿£¨300s£© Convex Optimization£¬Stephen Boyd£¬2004.(730s) Convexity and Fixed Point Theorems£¬2000.£¨133s£© Convexity and Optimization in Rn£¬2002.£¨282s£© Engineering Optimization£ºmethods and applications£¬2E£¬2006.£¨681s£© Engineering Optimization£ºTheory and Practice£¬4E£¬2009.£¨830s£© Generalized Convexity and Related Topics£¬2007.£¨484s£©. Generalized Convexity and Vector Optimization£¬2009.£¨298s£© Generalized Convexity, Generalized Monotonicity and Applications£¬2005.£¨356s£© GTM258 foundation of optimization£¬2010 Hybrid Optimization£ºThe Ten Years of CPAIOR£¬2011.(570s)[Springer Optimization and Its Applications] Introduction to Applied Optimization£¬2E£¬2008.£¨309s£© Introduction to Derivative-Free Optimization£¬2009 Introduction to Mathematical Optimization£¬Xin-She Yang£¬2008.(161s) Introduction to Numerical Linear Algebra and Optimisation£¬1982£¯1989.£¨449s£© Introduction to Optimization£¬Pablo Pedregal£¬2004.(Texts in Applied Mathematics) Introduction to Stochastic Search and Optimization Introduction to Stochastic Search and Optimization£ºEstimation, Simulation, and Control£¬2003.(615s) Lectures on Modern Convex Optimization£ºAnalysis, Algorithms, and Engineering Applications£¬2001.£¨505s£©.. Linear and Nonlinear Optimization£¬2E£¬2008.(765s) Linear Optimization and Approximation£¬1983 Nonlinear Optimization with Engineering Applications(2008) Notions of Convexity£¬L. Hoermander£¬1994.£¨424s£© Numerical Analysis and Optimization£¬Allaire£¬2007 Numerical Methods for Constrained Optimization£¬1975 Numerical Optimization£¬2E£¬2006.(686s) Numerical Optimization£¬J. Nocedal,1999.£¨651s£© Numerical Optimization£ºTheoretical and Practical Aspects £¬2E£¬2006.(474s) online stochastic combinatorial optimization Optimal Design and Related Areas in Optimization and Statistics£¬2008.(241s) Optimization Algorithms on Matrix Manifolds£¬2008.£¨237s£© Optimization and Regularization for Computational Inverse Problems and Applications£¬2010.(369s) Optimization Based Data Mining Theory and Applications£¬2011 Optimization methods for applications in statistics£¬2006.(254s) Optimization Modelling£ºA Practical Approach£¬2008.(504s) Optimization Techniques for Solving Complex Problems£¬2009.(482s) Optimization Theory and Methods£ºNonlinear Programming£¬2006.(488s) Optimization with Multivalued Mappings£ºTheory, Applications and Algorithms£¬2006 Optimization£ºAlgorithms and Consistent Approximations£¬Polak E.£¬1997.£¨802s£© Optimizing Optimization£ºThe Next Generation of Optimization Applications and Theory£¬2009.(328s)[Quantitative Finance] Optimum design 2000£¬2001.(318s).[Nonconvex Optimization and Its Applications] Practical Mathematical Optimization£¬2005.(270s) Practical Methods of Optimization .Vol II£ºConstrainedOptimization£¬1981 Practical Methods of Optimization .Vol I£ºUnconstrainedOptimization£¬1980 Practical Methods of Optimization£¬2E£¬Fletcher R.£¬2004.(451s). Practical Optimization Methods With Mathematica Applications£¬2000.£¨729s£© Practical Optimization£ºAlgorithms and Engineering Applications£¬2007.(675s) Process Optimization£ºA Statistical Approach£¬2007.(462s) Recent Advances in Optimization and its Applications in Engineering£¬2010.(516s) Recent Advances in Optimization and its Applications in Engineering£¬2010.£¨516s£© Robust Optimization-Directed Design£¬2006£¨Nonconvex Optimization and Its Applications VOLUME 81£© Stochastic and global optimization Stochastic Optimization in Continuous Time Stochastic Optimization Methods£¬2E£¬2008.£¨336s£© The Basics of Practical Optimization£¬Adam B.Levy£¬2009.(167s) ×ÜÊýΪ£º75 |
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