Publications by authors named "VA Markel"

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Does the quasi-static polarizability have principal axes?
Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· July 2024

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Reduced inverse Born series: a computational study.
Vadim A Markel, John C Schotland

J Opt Soc Am A Opt Image Sci Vis· December 2022

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Algorithms and instrumentation for rapid spatial frequency domain fluorescence diffuse optical imaging.
Sang Hoon Chong, Vadim A Markel, Ashwin B Parthasarathy, Yi Hong Ong, Kenneth Abramson

J Biomed Opt· November 2022

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Image reconstruction in non-reciprocal broken-ray tomography.
Matthew J Faulkner, John C Schotland, Vadim A Markel, Lucia Florescu

J Opt Soc Am A Opt Image Sci Vis· September 2022

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Maxwell Garnett approximation in random media: tutorial.
Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· April 2022

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Investigation of the effect of super-resolution in nonlinear inverse scattering.
Vadim A Markel

Phys Rev E· November 2020

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External versus induced and free versus bound electric currents and related fundamental questions of the classical electrodynamics of continuous media: discussion.
Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· October 2018

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Nonreciprocal broken ray transforms with applications to fluorescence imaging.
Lucia Florescu, Vadim A Markel, John C Schotland

Inverse Probl· September 2018

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Optimized diffusion approximation.
Ugo Tricoli, Callum M Macdonald, Anabela Da Silva, Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· February 2018

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Diffuse correlation tomography in the transport regime: A theoretical study of the sensitivity to Brownian motion.
Ugo Tricoli, Callum M Macdonald, Turgut Durduran, Anabela Da Silva, Vadim A Markel

Phys Rev E· February 2018

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Numerical investigation of polarization filtering for direct optical imaging within scattering media.
Callum M Macdonald, Ugo Tricoli, Anabela Da Silva, Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· August 2017

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Reciprocity relation for the vector radiative transport equation and its application to diffuse optical tomography with polarized light.
Ugo Tricoli, Callum M Macdonald, Anabela Da Silva, Vadim A Markel

Opt Lett· January 2017

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Maxwell Garnett approximation (advanced topics): tutorial.
Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· November 2016

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Solution of the nonlinear inverse scattering problem by T-matrix completion. II. Simulations.
Howard W Levinson, Vadim A Markel

Phys Rev E· October 2016

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Solution of the nonlinear inverse scattering problem by T-matrix completion. I. Theory.
Howard W Levinson, Vadim A Markel

Phys Rev E· October 2016

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Introduction to the Maxwell Garnett approximation: tutorial.
Vadim A Markel

J Opt Soc Am A Opt Image Sci Vis· July 2016

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Radiative transport and optical tomography with large datasets.
Manabu Machida, George Y Panasyuk, Zheng-Min Wang, Vadim A Markel, John C Schotland

J Opt Soc Am A Opt Image Sci Vis· April 2016

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A non-asymptotic homogenization theory for periodic electromagnetic structures.
Igor Tsukerman, Vadim A Markel

Proc Math Phys Eng Sci· August 2014

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Nondecaying surface plasmon polaritons in linear chains of silver nanospheroids.
Ilia L Rasskazov, Sergei V Karpov, Vadim A Markel

Opt Lett· November 2013

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Surface waves in three-dimensional electromagnetic composites and their effect on homogenization.
Xiaoyan Y Z Xiong, Li Jun Jiang, Vadim A Markel, Igor Tsukerman

Opt Express· May 2013

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Diffuse optical tomography in the presence of a chest wall.
Han Y Ban, David R Busch, Saurav Pathak, Frank A Moscatelli, Manabu Machida, Vadim A Markel

J Biomed Opt· February 2013

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Homogenization of Maxwell's equations in periodic composites: boundary effects and dispersion relations.
Vadim A Markel, John C Schotland

Phys Rev E Stat Nonlin Soft Matter Phys· June 2012

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On the current-driven model in the classical electrodynamics of continuous media.
Vadim A Markel

J Phys Condens Matter· December 2010

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Single-scattering optical tomography: simultaneous reconstruction of scattering and absorption.
Lucia Florescu, Vadim A Markel, John C Schotland

Phys Rev E Stat Nonlin Soft Matter Phys· January 2010

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Correct definition of the Poynting vector in electrically and magnetically polarizable medium reveals that negative refraction is impossible.
Vadim A Markel

Opt Express· November 2008

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