activity
20082025
most citedSome results on injectivity and multistationarity in chemical reaction networks

43 citations · 61 across the 15 of their papers we have counts for

collaborators

17 papers

q-bio.MN2025

Weakly reversible deficiency zero realizations of reaction networks

Neal Buxton, Gheorghe Craciun, Abhishek Deshpande +1

We prove that if a given reaction network has a weakly reversible deficiency zero realization for all choice of rate constants, then there exists a …

math.DS2022★ 1 cited

Classification of multistationarity for mass action networks with one-dimensional stoichiometric subspace

Casian Pantea, Galyna Voitiuk

We characterize completely the capacity for (nondegenerate) multistationarity of mass action reaction networks with one-dimensional stoichiometric subspace in terms of reaction str…

math.DS2021

Multistationarity in cyclic sequestration-transmutation networks

Gheorghe Craciun, Badal Joshi, Casian Pantea +1

We consider a natural class of reaction networks which consist of reactions where either two species can inactivate each other (i.e., sequestration), or some species can be transfo…

math.DS2021

A graph-theoretic condition for delay stability of reaction systems

Gheorghe Craciun, Maya Mincheva, Casian Pantea +1

Delay mass-action systems provide a model of chemical kinetics when past states influence the current dynamics. In this work, we provide a graph-theoretic condition for delay stabi…

math.DS2020

Delay stability of reaction systems

Gheorghe Craciun, Maya Mincheva, Casian Pantea +1

Delay differential equations are used as a model when the effect of past states has to be taken into account. In this work we consider delay models of chemical reaction networks wi…

math.AP2018★ 1 cited

Convergence to the complex balanced equilibrium for some chemical reaction-diffusion systems with boundary equilibria

Gheorghe Craciun, Jiaxin Jin, Casian Pantea +1

In this paper we study the rate of convergence to the complex balanced equilibrium for some chemical reaction-diffusion systems with boundary equilibria. We first analyze a three-s…