Estimation in Time-Delay Modeling of Insecticide-Induced Mortality
نویسندگان
چکیده
We present an inverse problem framework for studying systems with distributed temporal delays. In particular, we discuss a general mathematical and statistical framework including implementable approximation ideas for inverse problems involving measure dependent dynamical systems. Such dynamical systems arise in the study of multiscale phenomena in diverse fields such as immunological population dynamics including HIV modeling, viscoelasticity of polymers and rubber, and polarization in dielectric materials (see [5, 6] and the references therein). We develop these ideas in the context of new models for problems arising in investigating insecticide-induced mortality for insect populations.
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