Marco Montalva
Marco Montalva
Marco Montalva es Ingeniero Civil Matemático de la Universidad de Concepción y obtuvo su Doctorado en Matemáticas Aplicadas con modalidad de doble grado entre dicha Universidad y la de Grenoble en Francia, por beca CONICYT del Colegio Doctoral Franco-Chileno. Sus estudios de postgrado estuvieron dirigidos por los profesores Julio Aracena, de la Universidad de Concepción y Jacques Demongeot en Francia, trabajando en el Laboratorio TIMC-IMAG (unidad mixta de investigación CNRS Universidad Joseph Fourier).
Desde 2011 es profesor asistente de la Facultad de Ingeniería y Ciencias (FIC) de la Universidad Adolfo Ibáñez, donde se incorporó para trabajar con el profesor Eric Goles, en aspectos matemáticos de la dinámica de redes de regulación biológica, periodo en el cual se adjudicó un proyecto FONDECYT Postdoctorado de 3 años. En el 2015, obtuvo otro de 3 años en problemas de clasificación de redes Booleanas y Automatas Celulares. Actualmente, además de impartir clases, es investigador en el Complexity Center, realiza cursos de pregrado en Ingeniería y participa activamente en las actividades del Doctorado de Ingeniería en Sistemas Complejos.
Growth of clusters and scale-free distribution at the phase transition point of the two-dimensional Q2R-Potts model</>
Urbina-Parada, F., Tortella, J., Montalva-Medel, M. & Borotto, F., feb. 2026, In: Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, 113, 2.Boolean Networks with Classic and New Updating Modes Applied to Genetic Regulation in Some Familial Diseases</>
Demongeot, J., Diallo, A., Hazgui, H., Jelassi, M., Kelloufi, F., ben Khalfallah, H., Espinoza, A. & Montalva-Medel, M., dic. 2025, In: International Journal of Molecular Sciences, 26, 24.Dynamical robustness of a Boolean model for the human gonadal sex determination</>
Vivanco, E., Goles, E., Montalva-Medel, M. & Poupin, M., dic. 2024, In: Computational Biology and Chemistry, 113.Symmetrizable Boolean networks</>
Aledo, J., Goles, E., Montalva-Medel, M., Montealegre, P. & Valverde, J., may. 2023, In: Information Sciences, 626, p. 787-804.On the complexity of generalized Q2R automaton</>
Goles, E., Montalva-Medel, M., Montealegre, P. & Ríos-Wilson, M., jul. 2022, In: Advances in Applied Mathematics, 138.Lac operon boolean models</>
Montalva-Medel, M., Ledger, T., Ruz, G. & Goles, E., mar. 2021, In: Mathematics, 9, 6.Maximum sensitivity to update schedules of elementary cellular automata over infinite configurations</>
Ruivo, E., Balbi, P., Montalva-Medel, M. & Perrot, K., oct. 2020, In: Information and Computation, 274.Phase space classification of an Ising cellular automaton</>
Montalva-Medel, M., Rica, S. & Urbina, F., abr. 2020, In: Chaos, Solitons and Fractals, 133.Maximum sensitivity to update schedules of elementary cellular automata over periodic configurations</>
Perrot, K., Montalva-Medel, M., de Oliveira, P. & Ruivo, E., mar. 2020, In: Natural Computing, 19, 1, p. 51-90.Block invariance and reversibility of one dimensional linear cellular automata</>
MacLean, S., Montalva-Medel, M. & Goles, E., abr. 2019, In: Advances in Applied Mathematics, 105, p. 83-101.A portfolio of classification problems by one-dimensional cellular automata, over cyclic binary configurations and parallel update</>
Montalva-Medel, M., de Oliveira, P. & Goles, E., sep. 2018, In: Natural Computing, 17, 3, p. 663-671.Characterisation of the elementary cellular automata in terms of their maximum sensitivity to all possible asynchronous updates</>
Ruivo, E., Montalva-Medel, M., P.B. de Oliveira, P. & Perrot, K., ago. 2018, In: Chaos, Solitons and Fractals, 113, p. 209-220.Block invariance in a family of elementary cellular automata</>
Goles, E., Montalva-Medel, M., MacLean, S. & Mortveit, H., 2018, In: Journal of Cellular Automata, 13, 1-2, p. 15-32.Block invariance in elementary cellular automata</>
Goles, E., Montalva-Medel, M., Mortveit, H. & Ramirez-Flandes, S., 2015, In: Journal of Cellular Automata, 10, 1-2, p. 119-135.Dynamical and topological robustness of the mammalian cell cycle network</>
Ruz, G., Goles, E., Montalva, M. & Fogel, G., ene. 2014, In: BioSystems, 115, 1, p. 23-32.Attraction basins in a lac operon model under different update schedules</>
Montalva, M., Ruz, G. & Goles, E., 2014.On the number of update digraphs and its relation with the feedback arc sets and tournaments</>
Aracena, J., Demongeot, J., Fanchon, E. & Montalva, M., jul. 2013, In: Discrete Applied Mathematics, 161, 10-11, p. 1345-1355.Deconstruction and Dynamical Robustness of Regulatory Networks</>
Goles, E., Montalva, M. & Ruz, G., jun. 2013, In: Bulletin of Mathematical Biology, 75, 6, p. 939-966.On the number of different dynamics in Boolean networks with deterministic update schedules</>
Aracena, J., Demongeot, J., Fanchon, E. & Montalva, M., abr. 2013, In: Mathematical Biosciences, 242, 2, p. 188-194.On the preservation of limit cycles in Boolean networks under different updating schemes</>
Ruz, G., Montalva, M. & Goles, E., 2013.Combinatorics on update digraphs in Boolean networks</>
Aracena, J., Fanchon, E., Montalva, M. & Noual, M., mar. 2011, In: Discrete Applied Mathematics, 159, 6, p. 401-409.On the complexity of feedback set problems in signed digraphs</>
Montalva, M., Aracena, J. & Gajardo, A., feb. 2008, In: Electronic Notes in Discrete Mathematics, 30, C, p. 249-254.Computational and mathematical tools for the study of reversible automata networks: applications of Physics and Social Sciences</>
Goles, E. (Principal Investigator) & Montalva-Medel, M. (Co-Investigator)1/04/25 → 1/04/29.
Consensus Cellular Automata Algorithms and Tie-Majority Classification. </>
Montalva-Medel, M. (International Coordinator)1/05/23 → 1/05/25.
Classification problems in Boolean Networks: mathematical tools, algorithms and applications.</>
Montalva-Medel, M. (Principal Investigator)15/11/15 → 15/11/18.