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Igor Tsukerman

Affiliations: 
University of Akron, Akron, OH, United States 
Area:
Electronics and Electrical Engineering
Website:
https://blogs.uakron.edu/tsukerman/bio/#:~:text=Tsukerman%E2%80%99s%20academic%20degrees%20are%20from%20St.%20Petersburg%20Polytechnic,Ph.D.%20in%20Electrical%20Engineering%20(1988).
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"Igor Tsukerman"
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Leonid B. Proekt grad student 2001 University of Akron
Alexander Plaks grad student 2004 University of Akron

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Publications

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Schobinger M, Hollaus K, Tsukerman I. (2020) Nonasymptotic Homogenization of Laminated Magnetic Cores Ieee Transactions On Magnetics. 56: 1-4
Tsukerman I, Mansha S, Chong Y, et al. (2019) Trefftz approximations in complex media: Accuracy and applications Computers & Mathematics With Applications. 77: 1770-1785
Mansha S, Tsukerman I, Chong YD. (2017) The FLAME-slab method for electromagnetic wave scattering in aperiodic slabs Optics Express. 25: 32602
Tsukerman I. (2017) Classical and non-classical effective medium theories: New perspectives Physics Letters A. 381: 1635-1640
Paganini A, Scarabosio L, Hiptmair R, et al. (2016) Trefftz Approximations: A New Framework for Nonreflecting Boundary Conditions Ieee Transactions On Magnetics. 52
Tsukerman I, Markel VA. (2016) Nonasymptotic homogenization of periodic electromagnetic structures: Uncertainty principles Physical Review B - Condensed Matter and Materials Physics. 93
Tsukerman I, Hiptmair R. (2015) New nonreflecting boundary conditions based on Trefftz approximations 2015 Usnc-Ursi Radio Science Meeting (Joint With Ap-S Symposium), Usnc-Ursi 2015 - Proceedings. 88
Egger H, Kretzschmar F, Schnepp SM, et al. (2015) Transparent boundary conditions for a discontinuous Galerkin Trefftz method Applied Mathematics and Computation. 267: 42-55
Tsukerman I, Markel VA. (2014) A non-asymptotic homogenization theory for periodic electromagnetic structures. Proceedings. Mathematical, Physical, and Engineering Sciences / the Royal Society. 470: 20140245
Kretzschmar F, Schnepp SM, Tsukerman I, et al. (2014) Discontinuous Galerkin methods with Trefftz approximations Journal of Computational and Applied Mathematics. 270: 211-222
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