activity
20192023
most citedLinear conjugacy of chemical kinetic systems

16 citations · 53 across the 21 of their papers we have counts for

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Showing 2019Show all

5 papers · 1 filter

q-bio.MN2019★ 1 cited

Species subsets and embedded networks of S-systems

Honeylou F. Farinas, Eduardo R. Mendoza, Angelyn R. Lao

Magombedze and Mulder (2013) studied the gene regulatory system of \textit{Mycobacterium Tuberculosis} (\textit{Mtb}) by partitioning this into three subsystems based on putative g…

math.AG2019★ 16 cited

Linear conjugacy of chemical kinetic systems

Allen L. Nazareno, Raymond Paul L. Eclarin, Eduardo R. Mendoza +1

Two networks are said to be linearly conjugate if the solution of their dynamic equations can be transformed into each other by a positive linear transformation. The study on dynam…

math.DS2019

Fundamental Decompositions and Multistationarity of Power-Law Kinetic Systems

Bryan S. Hernandez, Eduardo R. Mendoza, Aurelio A. de los Reyes

The fundamental decomposition of a chemical reaction network (also called its "-decomposition") is the set of subnetworks generated by the partition of its set of reac…

math.DS2019

Robustness in power law kinetic systems with reactant-determined interactions

Noel T. Fortun, Angelyn R. Lao, Luis F. Razon +1

Robustness against the presence of environmental disruptions can be observed in many systems of chemical reaction network. However, identifying the underlying components of a syste…

math.DS2019★ 8 cited

A Computational Approach to Multistationarity of Power-Law Kinetic Systems

Bryan S. Hernandez, Eduardo R. Mendoza, Aurelio A. de los Reyes

This paper presents a computational solution to determine if a chemical reaction network endowed with power-law kinetics (PLK system) has the capacity for multistationarity, i.e.,…