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Other Publications

  1. D. Lesnic, L. Marin, Boundary element regularization methods for solving the Cauchy problem for the Helmholtz equation, Interdisciplinary Workshop on Developments in Boundary Element Methods for Acoustics and Electromagnetic, Reading, UK, 15-18 September 2004.
  2. C. Cobos Sanchez, L. Marin, H. Power, R.W. Bowtell, A.A. Becker, P. Glover, I.A. Jones, Application of higher-order boundary element method to gradient coil design, Proceedings of the British Chapter of the International Society for Magnetic Resonance in Medicine (BCISMRM 2006), 12th Annual Meeting, University of Surrey, Guildford, UK, 2006, pp. 23.
  3. C. Cobos Sanchez, L. Marin, H. Power, R.W. Bowtell, A.A. Becker, P. Glover, I.A. Jones, Application of high-order boundary element method to gradient coil design, Paper 737, 23rd Annual Scientific Meeting of the European Society for Magnetic Resonance in Medicine and Biology (ESMRMB 2006), Warsaw, Poland, 21-23 September 2006.
  4. C. Cobos Sanchez, P. Glover, H. Power, L. Marin, A.A. Becker, I.A. Jones, R.W. Bowtell, Boundary element method for calculation of induced electric fields in the quasistatic regime, International Society for Magnetic Resonance in Medicine Workshop on Advances in High Field MR, Pacific Grove, California, USA, 25-28 March 2007.
  5. C. Cobos Sanchez, P. Glover, H. Power, L. Marin, A.A. Becker, I.A. Jones, R.W. Bowtell, Boundary element method for induced electric fields due to switched magnetic field gradients and movement in strong static fields, International Society for Magnetic Resonance in Medicine (ISMRM 2007), 16th Annual Meeting, Berlin, Germany, 19-25 May 2007.
  6. L. Marin, D. Lesnic, MFS-based solution to direct and inverse boundary value problems for nonlinear functionally graded materials, First International Workshop on the Method of Fundamental Solutions (MFS 2007), Ayia Napa, Cyprus, 11-13 June 2007.
  7. L. Marin, B.T. Johansson, A boundary element iterative algorithm for the temperature reconstruction in piecewise smooth domains from incomplete boundary data, Sixth Congress of Romanian Mathematicians, University of Bucharest, Bucharest, Romania, 28 June - 4 July 2007, pp. 102.
  8. H. Power, L. Marin (Guest Editors), Application of the BEM to electromagnetic problems, Engineering Analysis with Boundary Elements 32(8) 619-620, 2008.
  9. L. Marin, Stable MFS solution of singular Cauchy problems associated with two-dimensional Helmholtz-type equations, Proceedings of the Seventh EUROMECH Solid Mechanics Conference - ESMC 2009 (eds. J.A.C. Ambrósio, M.P.T. Silva), Rolo & Filhos, Indústrias Gráficas, S.A., Portugal, 2009, pp. 173-174.
  10. L. Marin, Boundary identification in two-dimensional isotropic linear elasticity using the method of fundamental solutions, Fifth International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanoglou, B. Hofmann, S.Y. Kabanikhin), Izmir University, Turkey, 2010, pp. 113.
  11. B.T. Johansson, L. Marin, Stable boundary data reconstruction in elasticity from incomplete measurements using iterative algorithms with relaxation, Seventh Congress of Romanian Mathematicians, Transylvania University of Braşov, Braşov, Romania, 29 June - 5 July 2011, pp. 73-74.
  12. L. Marin, B.T. Johansson, A. Karageorghis, D. Lesnic, Interface reconstruction in stationary anisotropic heat transfer, Sixth International Conference “Inverse Problems: Modeling & Simulation”, (eds. A. Hasanoglou, G.S. Dulikravich, S.Y. Kabanikhin, D. Lesnic, A. Neubauer), Izmir University, Turkey, 2012, pp. 138-139.
  13. A. Karageorghis, D. Lesnic, L. Marin, Moving pseudo-boundary method of fundamental solutions for the solution of inverse problems, Boundary Elements and other Mesh Reduction Methods XXXIV (BEM/MRM 2012), Split, Croatia, 25-27 June 2012.
  14. L. Marin, Regularizing iterative algorithms for an inverse boundary value problem in linear elasticity, XIème Colloque Franco-Roumain de Mathématiques Appliquées – Livre de Résumés, Bucharest, Romania, 2012, pp. 20.
  15. A. Karageorghis, D. Lesnic, L. Marin, The method of fundamental solutions for the solution of inverse geometric problems, European Congress on Computational Methods in Applied Sciences and Engineering (ECCOMAS 2012), Vienna, Austria, 10-14 September 2012.
  16. B.T. Johansson, L. Marin, Iterative algorithms with relaxation for the Cauchy problem associated with the modified Helmholtz equation, Anniversary Conference “Faculty of Science – 150 Years” – Book of Abstracts, Bucharest, Romania, 2013, pp. 48.
  17. A. Karageorghis, D. Lesnic, L. Marin, Regularized meshless solution for inverse boundary value problems in static thermoelasticity, Twenty-First Conference on Applied and Industrial Mathematics (CAIM 2013) – Book of Abstracts, Bucharest, Romania, 2013, pp. 33.
  18. L. Marin, A. Karageorghis, D. Lesnic, Regularized MFS-MPS solution of inverse boundary value problems in static planar thermoelasticity, International Conference on Inverse Problems in Engineering (ICIPE 2014) – Book of Abstracts (eds. I. Szczygieł, A.J. Nowak, M. Rojczyk), Krakow, Poland, 2014, pp. 97.
  19. L. Marin, A. Karageorghis, D. Lesnic, Regularized MFS-MPS solution of inverse boundary value problems in three-dimensional thermoelasticity, Seventh International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanoglou, H.T. Banks, S.I. Kabanikhin, D. Lesnic, A.K. Louis), Izmir University, Turkey, 2014, pp. 167.
  20. M.A. Heravi, L. Marin, C. Sebu, Shape identification for complex electrical impedance tomography, Applied Inverse Problems (AIP 2015) – Book of Abstracts, Helsinki, Finland, 2015, pp. 147.
  21. L. Marin, The MFS approach to some inverse problems in solids subject to thermo-mechanical loads, Proceedings of Trefftz/MFS 2015 (eds. A.H.-D. Cheng, C.S. Chen), Hangzhou, China, 2015, pp. 18-19.
  22. L. Marin, F. Delvare, A. Cimetière, A meshless fading regularization method for inverse BVPs in elasticity, Eighth International Conference “Inverse Problems: Modeling & Simulation”, (eds. A. Hasanoglou, A. Neubauer, R. Novikov), Izmir University, Turkey, 2016, pp. 98.
  23. K. Van Bockstal, L. Marin, M. Slodička, Recovery of a space-dependent vector source in an anisotropic thermoelastic system, Eighth International Conference “Inverse Problems: Modeling & Simulation”, (eds. A. Hasanoglou, A. Neubauer, R. Novikov), Izmir University, Turkey, 2016, pp. 123.
  24. L. Marin, B.T. Johansson, A. Karageorghis, D. Lesnic, Efficient and stable algorithms for direct and inverse problems in thermoelasticity, XIIIème Colloque Franco-Roumain de Mathématiques Appliquées – Livre de Résumés, Iasi, Romania, 2016, pp. 35.
  25. A. Karageorghis, D. Lesnic, L. Marin, The MFS for the identification of an interior acoustic scatterer, Proceedings of Trefftz/MFS 2017, Poznan, Poland, 2017.
  26. L. Caillé, L. Marin, F. Delvare, A meshless fading regularization method for the Cauchy problem associated with the three-dimensional Helmholtz equation, Ninth International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanov Hasanoglou, R. Novikov, C. Sebu, O. Scherzer, R.T. Quinto), META BASIM, Izmir, Turkey, 2018, pp. 223.
  27. C.J.S. Alves, L. Marin, N.F.M. Martins, Using the method of fundamental solutions to solve mixed obstacle inverse problems, Ninth International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanov Hasanoglou, R. Novikov, C. Sebu, O. Scherzer, R.T. Quinto), META BASIM, Izmir, Turkey, 2018, pp. 227.
  28. M. Grimmonprez, K. Van Bockstal, L. Marin, Reconstruction of a temporal load distribution in an Euler-Bernoulli beam, Ninth International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanov Hasanoglou, R. Novikov, C. Sebu, O. Scherzer, R.T. Quinto), META BASIM, Izmir, Turkey, 2018, pp. 231.
  29. L. Marin, Gradient method-based algorithms for the Cauchy problem in steady-state anisotropic heat conduction, Ninth International Conference “Inverse Problems: Modeling & Simulation” (eds. A. Hasanov Hasanoglou, R. Novikov, C. Sebu, O. Scherzer, R.T. Quinto), META BASIM, Izmir, Turkey, 2018, pp. 235.