Forward and inverse problems in the mechanics of soft filaments by M. Gazzola, L. H. Dudte, A. G. McCormick, L. Mahadevan

“…We then study active filaments such as snakes and other slender organisms by solving inverse problems to identify optimal gaits for limbless locomotion on solid surfaces and in bulk liquids.…”
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THE INVERSE PROBLEM FOR LONGITUDINAL-AND-TRANSVERSAL BENDING OF BAR by A M Akhtyamov, M A Zakharova

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Periodic waves in microstructured solids and inverse problems by Ivan Sertakov, Jaan Janno

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ON SOME TYPES OF INVERSE PROBLEMS FOR DIFFERENTIAL EQUATIONS by Yu. L. Menshikov

Subjects: “…dierential equations,inverse problems, classication, solution algorithms…”
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The Inverse Problem of Identification of Hydrogen Permeability Model by Yury V. Zaika, Natalia I. Rodchenkova, Ekaterina K. Kostikova

“…The main final output of the article is a noise-resistant algorithm for solving the inverse problem of parametric identification for the aggregated experiment where desorption and diffusion are dynamically interrelated (without the artificial division of studies into the diffusion limited regime (DLR) and the surface limited regime (SLR)).…”
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INVERSE PROBLEM OF IDENTIFICATION OF HYDROGEN THERMODESORPTION SPECTRA by Yury Zaika, Ekaterina Kostikova

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Some non-standard statements of inverse problems by Yu. L. Menshikov

“…<span lang="EN-US">We study the inverse problems which can not be solved in the classical framework: Krylov inverse problem, early diagnostics of a rotor unbalance, the most probable so­lution. …”
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The Inverse Problems for Computational Psychophysiology: Opinions and Insights by Bin Hu, Kun Qian, Ye Zhang, Jian Shen, Björn W. Schuller

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The inverse problems in the content of training applied mathematics by V S Kornilov

“…The article presents atypical mathematical problems occurring in the content of training students of universities to applied mathematics, which are called the inverse problems. Similar problems occur in disciplines such as operations research, numerical methods, differential equations, equations of mathematical physics and in other subject disciplines. …”
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On the Resolution of an Inverse Problem by Shape Optimization Techniques by Chahnaz Zakia Timimoun

“…We aim to study the inverse problem with Neumann and mixed boundary conditions.…”
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Inverse Problem for a Curved Quantum Guide by Laure Cardoulis, Michel Cristofol

“…We give uniqueness results for the inverse problem associated to the reconstruction of the curvature by using either observations of spectral data or a boot-strapping method.…”
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Solution of the inverse problem of modified cyclographic model by E. V. Lyubchinov, K. L. Panchuk, T. M. Myasoedova

“…In cyclographic modeling of a line of three-dimensional space, direct and inverse problems are known. A sufficient number of publications are devoted to the solution of these problems in the scientific literature. …”
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Some stability inequalities for hybrid inverse problems by Choulli, Mourad

“…We study some hybrid inverse problems associated to BVP’s for Schrödinger and Helmholtz type equations. …”
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INVERSE PROBLEM OF THE THEORY OF BENDING OF THE PLATE WITH INCLUSIONS by V A Askarov

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Inverse problem of cyclographic modeling of spatial curve by T. M. Myasoedova, K. L. Panchuk, E. V. Lyubchinov

“…The algorithm for the inverse problem solution is demonstrated on examples. …”
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On the topological gradient method for an inverse problem resolution by Abdelwahed Mohamed, Chorfi Nejmeddine

Subjects: “…inverse problem…”
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NON-INVASIVE INVERSE PROBLEM IN CIVIL ENGINEERING by Jan Havelka, Jan Sýkora, Anna Kučerová

“…In oppose to standard technique which rely on external loading devices, we assume the natural fluctuation of temperature throughout day and night can provide sufficient information to recover the underlying material parameters. The inverse problem was solved by a modified regularised Gauss-Newton iterative scheme and the underlying forward problem is solved with a finite element space-time discretisation. …”
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On a Discrete Inverse Problem for Two Spectra by Gusein Sh. Guseinov

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On Direct and Inverse Problems for the Hoff Equations on Graph by G. A. Sviridyuk, A. A. Bayazitova

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On the Unique Solvability of Inverse Problems of Magnetometry and Gravimetry by Inna Stepanova, Dmitry Lukyanenko, Igor Kolotov, Alexey Shchepetilov, Anatoly Yagola

“…This article deals with the question of the unique solvability of systems of linear algebraic equations, to the solution of which many inverse problems of geophysics are reduced as a result of discretization when applying the methods of integral equations or integral representations. …”
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