An Inverse Problem for the Euler-Bernoulli Equation and a New Scheme for Solving a Hierarchical Size-structured Model with Nonlinear Growth, Mortality, and Reproduction Rates

An Inverse Problem for the Euler-Bernoulli Equation and a New Scheme for Solving a Hierarchical Size-structured Model with Nonlinear Growth, Mortality, and Reproduction Rates

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A special technique has been developed for identification of the solution and unknown coefficient in the Euler-Bernoulli equation. The original problem of unknown coefficient identification from over-posed data is transformed into a higher-order well-possed problem following the idea of the Method of Variational Imbedding.The first problem is an inverse problem for coefficient identification in the Euler- Bernoulli equation. ... The coefficient identification may or may not be incorrect depending on existence and uniqueness of the solution. In most of the situations anbsp;...


Title:An Inverse Problem for the Euler-Bernoulli Equation and a New Scheme for Solving a Hierarchical Size-structured Model with Nonlinear Growth, Mortality, and Reproduction Rates
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Publisher:ProQuest - 2008
ISBN-13:

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