46 citations · 89 across the 15 of their papers we have counts for
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math.NA2014
A computational approach to persistence, permanence, and endotacticity of biochemical reaction systems
Matthew D. Johnston, Casian Pantea, Pete Donnell
We introduce a mixed-integer linear programming (MILP) framework capable of determining whether a chemical reaction network possesses the property of being endotactic or strongly e…
math.DS2014★ 2 cited
A note on "MAPK networks and their capacity for multistationarity due to toric steady states"
Matthew D. Johnston
We provide a short supplement to the paper "MAPK networks and their capacity for multistationarity due to toric steady states" by Pérez Millán and Turjanski. We show that the capac…
math.NA2014
A Computational Approach to Steady State Correspondence of Regular and Generalized Mass Action Systems
Matthew D. Johnston
It has been recently observed that the dynamical properties of mass action systems arising from many models of biochemical reaction networks can be derived by considering the corre…