| Literature DB >> 24563655 |
Abstract
We formulate an optimal design problem for the selection of best states to observe and optimal sampling times for parameter estimation or inverse problems involving complex nonlinear dynamical systems. An iterative algorithm for implementation of the resulting methodology is proposed. Its use and efficacy is illustrated on two applied problems of practical interest: (i) dynamic models of HIV progression and (ii) modeling of the Calvin cycle in plant metabolism and growth.Entities:
Keywords: HIV models; Optimal design; inverse problems; optimal selection of observables and sampling times; plant metabolism and growth
Year: 2014 PMID: 24563655 PMCID: PMC3929304 DOI: 10.1080/17415977.2013.797973
Source DB: PubMed Journal: Inverse Probl Sci Eng ISSN: 1741-5977 Impact factor: 1.950