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Investigating Enhanced Convection Heat Transfer in 3D Micro-Ribbed Tubes Using Inverse Problem Techniques.

• Authors : Wang, Zhihui¹ (AUTHOR) ; Yang, Xuguang¹ (AUTHOR) ; Gu, Xiaohua^1,2 (AUTHOR)

• Source: Energies (19961073). Oct2024, Vol. 17 Issue 20, p5102. 20p.

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Solving the Inverse Problem for Chemical Reactions Occurring in a Plug-Flow Reactor.

• Authors : Kol'tsov, N. I.¹ (AUTHOR)

• Source: Theoretical Foundations of Chemical Engineering. Nov2021, Vol. 55 Issue 6, p1238-1245. 8p.

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Algorithm for Optimization of Inverse Problem Modeling in Fuzzy Cognitive Maps.

• Authors : Petukhova, Alina Vladimirovna¹ (AUTHOR); Kovalenko, Anna Vladimirovna² (AUTHOR); Ovsyannikova, Anna Vyacheslavovna³ (AUTHOR)

• Source: Mathematics (2227-7390). Oct2022, Vol. 10 Issue 19, p3452. 16p.

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On the Resolution of an Inverse Problem by Shape Optimization Techniques.

• Authors : Timimoun, Chahnaz Zakia¹

• Source: Abstract & Applied Analysis. 4/15/2019, p1-6. 6p.

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THE INVERSE PROBLEM IN CONVEX OPTIMIZATION WITH LINEAR CONSTRAINTS.

• Authors : ALOQEILI, MARWAN¹

• Source: ESAIM: Control, Optimisation & Calculus of Variations. Jan2017, Vol. 23 Issue 1, p71-94. 24p.

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Binary optimization for source localization in the inverse problem of ECG.

• Authors : Potyagaylo, Danila; Cortés, Elisenda; Schulze, Walther

Subjects: BINARY number system; MATHEMATICAL optimization; ACOUSTIC localization

• Source: Medical & Biological Engineering & Computing. Sep2014, Vol. 52 Issue 9, p717-728. 12p. 7 Diagrams, 3 Graphs.

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Identification of vegetation parameters for compound channel discharge as inverse problem.

• Authors : KICZKO, ADAM¹ ; KOZIOŁ, ADAM¹; KUBRAK, JANUSZ¹

• Source: Annals of Warsaw University of Life Sciences - SGGW. Land Reclamation. Dec2017, Vol. 49 Issue 4, p255-267. 13p.

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An Inverse Problem Approach for the Retrieval of Ice Particle Mass from In Situ Measurements.

• Authors : Coutris, Pierre; Leroy, Delphine; Fontaine, Emmanuel

• Source: Journal of Atmospheric & Oceanic Technology. Nov2017, Vol. 34 Issue 11, p2457-2473. 17p.

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First-order and second-order adjoint methods for parameter identification problems with an application to the elasticity imaging inverse problem

• Authors : Assad A. Oberai; Baasansuren Jadamba; Akhtar A. Khan

Subjects: Hessian matrix; Mathematical optimization; Applied Mathematics

• Source: Inverse Problems in Science and Engineering. 25:1768-1787

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A New Energy Inversion for Parameter Identification in Saddle Point Problems with an Application to the Elasticity Imaging Inverse Problem of Predicting Tumor Location.

• Authors : Doyley, M.M.¹ (AUTHOR); Jadamba, B.² (AUTHOR); Khan, A.A.² (AUTHOR)

• Source: Numerical Functional Analysis & Optimization. Jul-Sep2014, Vol. 35 Issue 7-9, p984-1017. 34p.

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