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Jakob Ruess

Showing results (1-10 of 20) with videos related to

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The Journal of Chemical Physics|January 3, 2016
Minimal moment equations for stochastic models of biochemical reaction networks with partially finite state spaceJakob Ruess
Mathematical Biosciences|February 6, 2026
A partition method for bounding continuous-time Markov chain models of general reaction networkGuillaume Ballif, Laurent Pfeiffer, Jakob Ruess
Epidemics|January 14, 2021
To quarantine, or not to quarantine: A theoretical framework for disease control via contact tracingDavin Lunz, Gregory Batt, Jakob Ruess
The Journal of Chemical Physics|November 8, 2023
Stochastic chemical kinetics of cell fate decision systems: From single cells to populations and backJakob Ruess, Guillaume Ballif, Chetan Aditya
The Journal of Chemical Physics|April 8, 2017
Sensitivity estimation for stochastic models of biochemical reaction networks in the presence of extrinsic variabilityJakob Ruess, Heinz Koeppl, Christoph Zechner
Journal of Mathematical Biology|February 6, 2023
Optimal control of bioproduction in the presence of population heterogeneityDavin Lunz, J Frédéric Bonnans, Jakob Ruess
Physical Biology|June 21, 2023
Bayesian filtering for model predictive control of stochastic gene expression in single cellsZachary R Fox, Gregory Batt, Jakob Ruess
Journal of the Royal Society, Interface|August 30, 2013
Designing experiments to understand the variability in biochemical reaction networksJakob Ruess, Andreas Milias-Argeitis, John Lygeros
Mathematical Biosciences|June 26, 2022
Revisiting moment-closure methods with heterogeneous multiscale population modelsDavin Lunz, J Frédéric Bonnans, Jakob Ruess
Nature Communications|October 6, 2021
A light tunable differentiation system for the creation and control of consortia in yeastChetan Aditya, François Bertaux, Gregory Batt, et al.
Pageof 2

Showing results (1-10 of 20) with videos related to

Sort By:
Pageof 2
The Journal of Chemical Physics|January 3, 2016
Minimal moment equations for stochastic models of biochemical reaction networks with partially finite state spaceJakob Ruess
Mathematical Biosciences|February 6, 2026
A partition method for bounding continuous-time Markov chain models of general reaction networkGuillaume Ballif, Laurent Pfeiffer, Jakob Ruess
Epidemics|January 14, 2021
To quarantine, or not to quarantine: A theoretical framework for disease control via contact tracingDavin Lunz, Gregory Batt, Jakob Ruess
The Journal of Chemical Physics|November 8, 2023
Stochastic chemical kinetics of cell fate decision systems: From single cells to populations and backJakob Ruess, Guillaume Ballif, Chetan Aditya
The Journal of Chemical Physics|April 8, 2017
Sensitivity estimation for stochastic models of biochemical reaction networks in the presence of extrinsic variabilityJakob Ruess, Heinz Koeppl, Christoph Zechner
Journal of Mathematical Biology|February 6, 2023
Optimal control of bioproduction in the presence of population heterogeneityDavin Lunz, J Frédéric Bonnans, Jakob Ruess
Physical Biology|June 21, 2023
Bayesian filtering for model predictive control of stochastic gene expression in single cellsZachary R Fox, Gregory Batt, Jakob Ruess
Journal of the Royal Society, Interface|August 30, 2013
Designing experiments to understand the variability in biochemical reaction networksJakob Ruess, Andreas Milias-Argeitis, John Lygeros
Mathematical Biosciences|June 26, 2022
Revisiting moment-closure methods with heterogeneous multiscale population modelsDavin Lunz, J Frédéric Bonnans, Jakob Ruess
Nature Communications|October 6, 2021
A light tunable differentiation system for the creation and control of consortia in yeastChetan Aditya, François Bertaux, Gregory Batt, et al.
Pageof 2