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Disambiguation of "Trofimov, A."

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A memory-efficient optimal APP symbol-decoding algorithm for linear block codes.

, and . IEEE Trans. Commun., 52 (9): 1429-1434 (2004)

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Yury Trofimov

R. A. A. Bowler

°Ake °Akerström

Mohamed A A Anndif

Eltohamy A A Yousef

 

Other publications of authors with the same name

A memory-efficient optimal APP symbol-decoding algorithm for linear block codes., and . IEEE Trans. Commun., 52 (9): 1429-1434 (2004)An Improved Limit on the Muon Electric Dipole Moment, , , , , , , , , and 66 other author(s). Physical Review D, (Jul 26, 2009)Soliton-Like Regime of Femtosecond Laser Pulse Propogation in Bulk Media Under the Conditions of SHG., and . NAA, volume 3401 of Lecture Notes in Computer Science, page 543-550. Springer, (2004)Comparison of Some Difference Schemes for Problem of Femtosecond Pulse Interaction with Semiconductor in the Case of Nonlinear Mobility Coefficient., and . NAA, volume 3401 of Lecture Notes in Computer Science, page 535-542. Springer, (2004)Explicit and Conditionally Stable Combined Numerical Method for 1D and 2D Nonlinear Schrödinger Equation., and . FDM, volume 11386 of Lecture Notes in Computer Science, page 550-557. Springer, (2018)Adaptive artificial boundary conditions for Schrödinger equation taking into account the first order dispersion of laser pulse and diffraction of laser beam., and . EWDTS, page 1-4. IEEE Computer Society, (2014)Analytical solution of the FWM problem for co-propagating laser beams under phase mismatching., and . EWDTS, page 1-4. IEEE Computer Society, (2015)Conservative Difference Scheme for Summary Frequency Generation of Femtosecond Pulse., , and . NAA, volume 3401 of Lecture Notes in Computer Science, page 527-534. Springer, (2004)Conservative Finite-Difference Scheme for Computer Simulation of Field Optical Bistability., , and . NAA, volume 10187 of Lecture Notes in Computer Science, page 682-689. (2016)Construction of adaptive artificial boundary conditions using the invariant ratios for Schrödinger equation., and . EWDTS, page 1-4. IEEE Computer Society, (2014)