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Optics Express | Vol.24, Issue.21 | | Pages 24297-24312

Application of the sequential quadratic programming algorithm for reconstructing the distribution of optical parameters based on the time-domain radiative transfer equation

Yao-BinQiao Jing-WenShi Ya-TaoRen Ze-YuZhang HongQi Li-MingRuan

Abstract

Sequential quadratic programming (SQP) is used as an optimization algorithm to reconstruct the optical parameters based on the time-domain radiative transfer equation (TD-RTE). Numerous time-resolved measurement signals are obtained using the TD-RTE as forward model. For a high computational ... [Opt. Express 24, 24297-24312 (2016)]

Original Text (This is the original text for your reference.)

Application of the sequential quadratic programming algorithm for reconstructing the distribution of optical parameters based on the time-domain radiative transfer equation

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Keywords

timeresolved measurement quadratic programming sqp timedomain radiative transfer equation optical parameters optimization algorithm tdrte as forward model

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Yao-BinQiao, Jing-WenShi, Ya-TaoRen, Ze-YuZhang,HongQi, Li-MingRuan,.Application of the sequential quadratic programming algorithm for reconstructing the distribution of optical parameters based on the time-domain radiative transfer equation. 24 (21),24297-24312.

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