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Justin Eilertsen

Showing results (1-10 of 15) with videos related to

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Mathematical Biosciences|March 19, 2020
The quasi-steady-state approximations revisited: Timescales, small parameters, singularities, and normal forms in enzyme kineticsJustin Eilertsen, Santiago Schnell
Bulletin of Mathematical Biology|November 26, 2021
On the Validity of the Stochastic Quasi-Steady-State Approximation in Open Enzyme Catalyzed Reactions: Timescale Separation or Singular Perturbation?Justin Eilertsen, Santiago Schnell
Journal of Mathematical Biology|November 28, 2025
On the reduction of stochastic chemical reaction networksJustin Eilertsen, Wylie Stroberg
Bulletin of Mathematical Biology|October 6, 2018
A Kinetic Analysis of Coupled (or Auxiliary) Enzyme ReactionsJustin Eilertsen, Santiago Schnell
Mathematical Biosciences|September 28, 2018
Phase-plane geometries in coupled enzyme assaysJustin Eilertsen, Wylie Stroberg, Santiago Schnell
Journal of Theoretical Biology|February 29, 2024
The unreasonable effectiveness of the total quasi-steady state approximation, and its limitationsJustin Eilertsen, Santiago Schnell, Sebastian Walcher
Journal of the Royal Society, Interface|September 12, 2019
Information processing by endoplasmic reticulum stress sensorsWylie Stroberg, Justin Eilertsen, Santiago Schnell
Biophysical Chemistry|September 16, 2018
A theory of reactant-stationary kinetics for a mechanism of zymogen activationJustin Eilertsen, Wylie Stroberg, Santiago Schnell
Mathematical Biosciences|June 25, 2022
On the anti-quasi-steady-state conditions of enzyme kineticsJustin Eilertsen, Santiago Schnell, Sebastian Walcher
Journal of Mathematical Biology|July 1, 2022
Stochastic enzyme kinetics and the quasi-steady-state reductions: Application of the slow scale linear noise approximation à la FenichelJustin Eilertsen, Kashvi Srivastava, Santiago Schnell
Pageof 2

Showing results (1-10 of 15) with videos related to

Sort By:
Pageof 2
Mathematical Biosciences|March 19, 2020
The quasi-steady-state approximations revisited: Timescales, small parameters, singularities, and normal forms in enzyme kineticsJustin Eilertsen, Santiago Schnell
Bulletin of Mathematical Biology|November 26, 2021
On the Validity of the Stochastic Quasi-Steady-State Approximation in Open Enzyme Catalyzed Reactions: Timescale Separation or Singular Perturbation?Justin Eilertsen, Santiago Schnell
Journal of Mathematical Biology|November 28, 2025
On the reduction of stochastic chemical reaction networksJustin Eilertsen, Wylie Stroberg
Bulletin of Mathematical Biology|October 6, 2018
A Kinetic Analysis of Coupled (or Auxiliary) Enzyme ReactionsJustin Eilertsen, Santiago Schnell
Mathematical Biosciences|September 28, 2018
Phase-plane geometries in coupled enzyme assaysJustin Eilertsen, Wylie Stroberg, Santiago Schnell
Journal of Theoretical Biology|February 29, 2024
The unreasonable effectiveness of the total quasi-steady state approximation, and its limitationsJustin Eilertsen, Santiago Schnell, Sebastian Walcher
Journal of the Royal Society, Interface|September 12, 2019
Information processing by endoplasmic reticulum stress sensorsWylie Stroberg, Justin Eilertsen, Santiago Schnell
Biophysical Chemistry|September 16, 2018
A theory of reactant-stationary kinetics for a mechanism of zymogen activationJustin Eilertsen, Wylie Stroberg, Santiago Schnell
Mathematical Biosciences|June 25, 2022
On the anti-quasi-steady-state conditions of enzyme kineticsJustin Eilertsen, Santiago Schnell, Sebastian Walcher
Journal of Mathematical Biology|July 1, 2022
Stochastic enzyme kinetics and the quasi-steady-state reductions: Application of the slow scale linear noise approximation à la FenichelJustin Eilertsen, Kashvi Srivastava, Santiago Schnell
Pageof 2