activity
19982019
most citedConstrained Markovian dynamics of random graphs

58 citations · 290 across the 24 of their papers we have counts for

collaborators

24 papers

q-bio.MN2019★ 28 cited

Competing endogenous RNA crosstalk at system level

Mattia Miotto, Enzo Marinari, Andrea De Martino

microRNAs (miRNAs) regulate gene expression at post-transcriptional level by repressing target RNA molecules. Competition to bind miRNAs tends in turn to correlate their targets, e…

q-bio.MN2019

The Essential Role of Thermodynamics in metabolic network modeling: physical insights and computational challenges

A. De Martino, D. De Martino, E. Marinari

Quantitative studies of cell metabolism are often based on large chemical reaction network models. A steady state approach is suited to analyze phenomena on the timescale of cell g…

q-bio.QM2017★ 23 cited

Initial cell density encodes proliferative potential in cancer cell populations

Chiara Enrico Bena, Marco Del Giudice, Alice Grob +8

Individual cells exhibit specific proliferative responses to changes in microenvironmental conditions. Whether such potential is constrained by the cell density throughout the grow…

q-bio.MN2011★ 1 cited

Computing fluxes and chemical potential distributions in biochemical networks: energy balance analysis of the human red blood cell

Daniele De Martino, Matteo Figliuzzi, Andrea De Martino +1

The analysis of non-equilibrium steady states of biochemical reaction networks relies on finding the configurations of fluxes and chemical potentials satisfying stoichiometric (mas…

q-bio.MN2009★ 1 cited

Optimal flux states, reaction replaceability and response to knockouts in the human red blood cell

A. De Martino, D. Granata, E. Marinari +2

Characterizing the capabilities, criticalities and response to perturbations of genome-scale metabolic networks is a basic problem with important applications. A key question conce…

cond-mat.dis-nn2009★ 58 cited

Constrained Markovian dynamics of random graphs

A. C. C. Coolen, A. De Martino, A. Annibale

We introduce a statistical mechanics formalism for the study of constrained graph evolution as a Markovian stochastic process, in analogy with that available for spin systems, deri…