Impact of body weight and age on plantar pressure in typically developing children: Normative data and methodological considerations. In Tobias Siebert (Eds.), Journal of Children’s Orthopaedics, (19)3:179–188, SAGE Publications, May 2025. [PUMA: children normalisation normative parameter weight data Pedobarography chronological body age] URL
Exhaustion of Skeletal Muscle Fibers Within Seconds: Incorporating Phosphate Kinetics Into a Hill-Type Model. In Tobias Siebert (Eds.), Frontiers in Physiology, (11)Frontiers Media SA, May 2020. [PUMA: biomechanics analysis endurance estimation fatigue optimization dynamics parameter sensitivity time first-order] URL
Robust output-feedback controller design via local BMI optimization. Automatica, (40)7:1115-1127, July 2004. [PUMA: robust multiobjective synthesis control imng feasibility h-infinity inequalities bilinear algorithms formulas linear-systems global h-2 matrix uncertainty output-feedback optimization design parameter peerReviewed lmis structured dynamic order] URL
Modeling of biocatalytic reactions: A workflow for model calibration, selection, and validation using Bayesian statistics. AIChE Journal, (n/a)n/a:e16866, 2019. [PUMA: thiamine-diphosphate-dependent kinetics, Markov chain profile enzymes residual Monte Carlo, parameter estimation, analysis, likelihood, carboligation, enzyme] URL
Ensemble Controllability of Cellular Oscillators. IEEE Control Systems Letters, (3)2:296-301, 2018. [PUMA: systems. Oscillators;Sociology;Statistics;Controllability;Limit-cycles;Diseases;Orbits;Systems applications;Distributed parameter dynamics;Biological biology;Emerging control systems;Cellular]
Ensemble Controllability of Cellular Oscillators. IEEE Control Systems Letters, (3)2:296-301, 2019. [PUMA: law;ensemble oscillators;Parkinson's dynamics;biological curve;phase control formulation;cellular rhythms;feedback;neurophysiology;oscillations;oscillators;physiological disease;cancer;heart states;phase distribution;Fourier biology;emerging response system;regulatory behavior;oscillatory populations;phase models;healthy models;ensemble controllability;cellular Papers distributions;population-level mechanism;Oscillators;Sociology;Statistics;Controllability;Limit-cycles;Diseases;Orbits;Systems diseases;phase cancer;cellular feedback systems systems;cellular parameter biophysics;circadian applications;distributed coefficients;oscillating]