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Juergen Hahn

Researcher at Rensselaer Polytechnic Institute

Publications -  157
Citations -  4054

Juergen Hahn is an academic researcher from Rensselaer Polytechnic Institute. The author has contributed to research in topics: Nonlinear system & Autism spectrum disorder. The author has an hindex of 33, co-authored 147 publications receiving 3435 citations. Previous affiliations of Juergen Hahn include University of Texas at Austin & RWTH Aachen University.

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An improved method for nonlinear model reduction using balancing of empirical gramians

TL;DR: The method introduced here reduces nonlinear systems while retaining most of the input–output properties of the original system via a Galerkin projection which is performed onto the remaining states.
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Survey Automatic control in microelectronics manufacturing: Practices, challenges, and possibilities

TL;DR: A proposed control framework for integrating factory control and equipment scheduling, supervisory control, feedback control, statistical process control, and fault detection/diagnosis in microelectronics manufacturing is presented and discussed.
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Differences in fecal microbial metabolites and microbiota of children with autism spectrum disorders.

TL;DR: The data in this study support that children with ASD have altered metabolite profiles in feces when compared with neurotypical children and warrant further investigation of metabolites in larger cohorts.
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Experimental and computational optimization of an Escherichia coli co-culture for the efficient production of flavonoids.

TL;DR: This study presents an Escherichia coli co-culture for the efficient production of flavonoids in vivo, resulting in a 970-fold improvement in titer of flavan-3-ols over previously published monoculture production.
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Advances and selected recent developments in state and parameter estimation

TL;DR: An overview of techniques used for determining which parameters of a model should be estimated and recent developments regarding the design of nonlinear Luenberger observers are discussed, with special emphasis on exact error linearization techniques.