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Optimization
A Journal of Mathematical Programming and Operations Research
Volume 18, 1987 - Issue 2
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Original Articles

The linearization method

B.N Pshenichnyj Academy of Sciences of the Ukrainian SSR, V.N.Glushkov Institute of Cybernetics, 207 Lisogorskaja ul 4, Kiev, 252207, USSR
Pages 179-196 | Received 01 Jul 1986, Published online: 27 Jun 2007

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Nguyen Ngoc Luan & Nguyen Dong Yen. (2020) A representation of generalized convex polyhedra and applications. Optimization 69:3, pages 471-492.
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Articles from other publishers (14)

Zulhaj Rizki & Marcel Ottens. (2023) Model-based optimization approaches for pressure-driven membrane systems. Separation and Purification Technology 315, pages 123682.
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Jérôme Bolte, Zheng Chen & Edouard Pauwels. (2019) The multiproximal linearization method for convex composite problems. Mathematical Programming 182:1-2, pages 1-36.
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S. Shadab, D. Pardeshi, S. Mohite & S. Bhil. (2019) MPC based State Observer and its application for system with input-output disturbances. MPC based State Observer and its application for system with input-output disturbances.
Nina Korlina Binti Madzhi, Noor Ezan Binti Abdullah, Muhammad Hafiz bin Harun & Faridatul Aima Binti Ismail. (2019) Optical Sensing Technique Investigation for Preservative Latex Measurement. Optical Sensing Technique Investigation for Preservative Latex Measurement.
Muhammad Hafiz Bin Harun, Nina Korlina Binti Madzhi, Faridatul Aima Bin Ismail, Ahmad Faiz Bin Mohd Sampian, Noor Ezan Abdullah & Hadzli Hashim. (2015) Near infrared sensing techniques for initial preservative latex measurement. Near infrared sensing techniques for initial preservative latex measurement.
Andrzej Chudzikiewicz & Andrzej Myśliński. (2011) Thermoelastic wheel–rail contact problem with elastic graded materials. Wear 271:1-2, pages 417-425.
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Andrzej Chudzikiewicz & Andrzej Myśliński. (2010) Quasistatic Approach to Wheel - Rail Contact Problems with Elastic Graded Materials. Archives of Transport 22:1.
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M.C. Bromberg & B.G. Agee. (2001) The LEGO approach for achieving max-min capacity in reciprocal multipoint networks. The LEGO approach for achieving max-min capacity in reciprocal multipoint networks.
T. Larsson & M. Rönnqvist. (1995) Simultaneous structural analysis and design based on augmented Lagrangian duality. Structural Optimization 9:1, pages 1-11.
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Gunnar Björkman, Anders Klarbring, Björn Sjödin, Torbjörn Larsson & Mikael Rönnqvist. (2005) Sequential quadratic programming for non‐linear elastic contact problems. International Journal for Numerical Methods in Engineering 38:1, pages 137-165.
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T. Larsson & M. Rönnqvist. (1993) A method for structural optimization which combines secondorder approximations and dual techniques. Structural Optimization 5:4, pages 225-232.
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B. N. Pshenichnyi & A. A. Sosnovsky. (1993) The linearization method: Principal concepts and perspective directions. Journal of Global Optimization 3:4, pages 483-500.
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A. Żochowski & A. Mysliński. (1991) A numerical analysis of rolling contact problems using quasistatic variational formulation. Computers & Structures 40:5, pages 1261-1266.
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Ö. Jonsson & T. Larsson. (1990) A note on step-size restrictions in approximation procedures for structural optimization. Computers & Structures 37:3, pages 259-263.
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