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Mathematical analysis of deterministic and stochastic problems in complex media electromagnetics

1st ed., 2012

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Pseudoparabolic equations with additive noise and applications

Mathematical methods in the applied sciences, 2009-05, Vol.32 (8), p.963-985

2009

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Homogenization of random elliptic systems with an application to Maxwell's equations

Mathematical models & methods in applied sciences, 2015-06, Vol.25 (7), p.1365-1388

2015

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3D elastic scattering theorems for point-generated dyadic fields

Mathematical methods in the applied sciences, 2008-05, Vol.31 (8), p.987-1003

2008

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Some remarks on a class of inverse problems related to the parabolic approximation to the Maxwell equations: a controllability approach

Mathematical methods in the applied sciences, 2015-11, Vol.38 (17), p.3866-3878

2015

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Instabilities of Linear Evolution PDEs via the Fokas Method

Chaos, Fractals and Complexity, p.289-299

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Homogenisation theory for deterministic and random bianisotropic media

Composites. Part B, Engineering, 2012-09, Vol.43 (6), p.2513-2520

2012

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Homogenization of Maxwell's equations in dissipative bianisotropic media

Mathematical methods in the applied sciences, 2003-09, Vol.26 (14), p.1241-1253

2003

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Mixed impedance transmission problems for vibrating layered elastic bodies

Mathematical methods in the applied sciences, 2015-10, Vol.38 (15), p.3264-3294

2015

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A priori estimates for a singular limit approximation of the constitutive laws for chiral media in the time domain

Journal of mathematical analysis and applications, 2009-07, Vol.355 (1), p.288-302

2009

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Interface crack problems for metallic-piezoelectric composite structures

Mathematical methods in the applied sciences, 2010-03, Vol.33 (4), p.539-562

2010

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Electromagnetic scattering by a perfectly conducting obstacle in a homogeneous chiral environment: solvability and low-frequency theory

Mathematical methods in the applied sciences, 2002-07, Vol.25 (11), p.927-944

2002

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On spherical‐wave scattering by a spherical scatterer and related near‐field inverse problems

IMA journal of applied mathematics, 2001-12, Vol.66 (6), p.539-549

2001

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Electromagnetic scattering by a homogeneous chiral obstacle in a chiral environment

IMA journal of applied mathematics, 2000-06, Vol.64 (3), p.245-258

2000

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On the scattering of point-generated electromagnetic waves by a perfectly conducting sphere, and related near-field inverse problems

Zeitschrift für angewandte Mathematik und Mechanik, 2003-02, Vol.83 (2), p.129-136

2003

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On Generalized Linear Singular Delay Systems

Journal of mathematical analysis and applications, 2000-05, Vol.245 (2), p.430-446

2000

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Electromagnetic Scattering by a Homogeneous Chiral Obstacle: Boundary Integral Equations and Low-Chirality Approximations

SIAM journal on applied mathematics, 1999, Vol.59 (5), p.1745-1762

1999

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Point-Source Elastic Scattering by a Nested Piecewise Homogeneous Obstacle in an Elastic Environment

Mathematics and mechanics of solids, 2010-06, Vol.15 (4), p.419-438

2010

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On the scattering of two-dimensional elastic point sources and related near-field inverse problems for small discs

Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 2009-08, Vol.139 (4), p.719-741

2009

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SCATTERING RELATIONS FOR POINT-GENERATED DYADIC FIELDS IN TWO-DIMENSIONAL LINEAR ELASTICITY

Quarterly of applied mathematics, 2006-12, Vol.64 (4), p.695-710

2006

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Bright–Dark Vector Solitons in Chiral Media

Physica scripta, 2002-10, Vol.66 (4), p.280-283, Article 280

2002

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Electromagnetic scattering by a homogeneous chiral obstacle: scattering relations and the far-field operator

Mathematical methods in the applied sciences, 1999-09, Vol.22 (14), p.1175-1188

1999

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Scattering relations for point sources: Acoustic and electromagnetic waves

Journal of mathematical physics, 2002-11, Vol.43 (11), p.5683-5697

2002

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Spatiotemporal algebraically localized waveforms for a nonlinear Schrödinger model with gain and loss

Physica. D, 2017-09, Vol.355, p.24-33

2017

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Princeton Series in Applied Mathematics

G. F. Roach, I. G. Stratis, A. N. Yannacopoulos

2012

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Mathematical analysis of deterministic and stochastic problems in complex media electromagnetics

Pseudoparabolic equations with additive noise and applications

Homogenization of random elliptic systems with an application to Maxwell's equations

3D elastic scattering theorems for point-generated dyadic fields

Some remarks on a class of inverse problems related to the parabolic approximation to the Maxwell equations: a controllability approach

Instabilities of Linear Evolution PDEs via the Fokas Method

Homogenisation theory for deterministic and random bianisotropic media

Homogenization of Maxwell's equations in dissipative bianisotropic media

Mixed impedance transmission problems for vibrating layered elastic bodies

A priori estimates for a singular limit approximation of the constitutive laws for chiral media in the time domain

Interface crack problems for metallic-piezoelectric composite structures

Electromagnetic scattering by a perfectly conducting obstacle in a homogeneous chiral environment: solvability and low-frequency theory

On spherical‐wave scattering by a spherical scatterer and related near‐field inverse problems

Electromagnetic scattering by a homogeneous chiral obstacle in a chiral environment

On the scattering of point-generated electromagnetic waves by a perfectly conducting sphere, and related near-field inverse problems

On Generalized Linear Singular Delay Systems

Electromagnetic Scattering by a Homogeneous Chiral Obstacle: Boundary Integral Equations and Low-Chirality Approximations

Point-Source Elastic Scattering by a Nested Piecewise Homogeneous Obstacle in an Elastic Environment

On the scattering of two-dimensional elastic point sources and related near-field inverse problems for small discs

SCATTERING RELATIONS FOR POINT-GENERATED DYADIC FIELDS IN TWO-DIMENSIONAL LINEAR ELASTICITY

Bright–Dark Vector Solitons in Chiral Media

Electromagnetic scattering by a homogeneous chiral obstacle: scattering relations and the far-field operator

Scattering relations for point sources: Acoustic and electromagnetic waves

Spatiotemporal algebraically localized waveforms for a nonlinear Schrödinger model with gain and loss

Princeton Series in Applied Mathematics

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