|
–Alterations in topology, cost, and dynamics of gamma-band EEG functional networks in a preclinical model of traumatic brain injury. Network Neuroscience, 2025
|
|
–Bistable boundary conditions implying codimension 2 bifurcations. Nonlinearity, 2025
|
|
–Country-report pattern corrections of new cases allow accurate 2-week predictions of COVID-19 evolution with the Gompertz model. Scientific Reports, 2024.
|
|
–A Practical Approach to an SRP in University Statistics. Trends in Mathematics, 2024
|
|
–Characterising information gains and losses when collecting multiple epidemic model outputs. Epidemics, 2024
|
|
–Bounds for degrees of syzygies of polynomials defining a grade two ideal. Journal of Symbolic Computation, 2023
|
|
–Evaluating the spread of Omicron COVID-19 variant in Spain. Future generation computer systems, 2023
|
|
–A machine learning approach to predict cellular uptake of pBAE polyplexes. Biomaterials Science, 2023
|
|
–Dynamical landscapes of cell fate decisions. Interface Focus, 2022
|
|
–Statistically derived geometrical landscapes capture principles of decision-making dynamics during cell fate transitions. Cell Systems, 2022
|
|
–µMatch: 3D shape correspondence for biological image data. Frontiers in Computer Science, 2022
|
|
–4D reconstruction of murine developmental trajectories using spherical harmonics. Developmental Cell, 2022
|
|
–A dynamic and expandable Digital 3D-Atlas MAKER for monitoring the temporal changes in tissue growth during hindbrain morphogenesis. Elife, 2022
|
|
–Evaluation of vaccination strategies for the metropolitan area of Madrid via agent-based simulation. BMJ Open, 2022
|
|
–Geometry of Gene Regulatory Dynamics. PNAS: Proceedings of the National Academy of Sciences of the United States of America, 2021
|
|
–Assessing population-sampling strategies for reducing the COVID-19 incidence. Computers in Biology and Medicine, 2021
|
|
–Simulation of COVID-19 Propagation Scenarios in the Madrid Metropolitan Area. Frontiers in Public Health, 2021
|
|
–Ten Simple Rules for making a vocabulary FAIR. PLOS Computational Biology, 2021
|
|
–Minimal solutions of the rational interpolation problem. Revista de la Union Matematica Argentina, 2020
|
|
–On the resolution of fan algebras of principal ideals over a Noetherian ring. Journal of Algebra, 2020
|
|
–The Rees algebra of parametric curves via liftings. Journal of Pure and Applied Algebra, 2020
|
|
–Evaluating the impact of the weather conditions on the influenza propagation. BMC Infectious Diseases, 2020
|
|
–Big data in multi-block data analysis: An approach to parallelizing Partial Least Squares Mode B algorithm. Heliyon, 2019
|
|
–Nonnegative linear elimination for chemical reaction networks. SIAM Journal on Applied Mathematics, 2019
|
|
–Robustness of frequency vs. amplitude coding of calcium oscillations during changing temperatures. Biophysical Chemistry, 2019
|
|
–Analyzing Policymaking for Tuberculosis Control in Nigeria. Complexity, 2018
|
|
–Graphical criteria for positive solutions to linear systems. Linear Algebra and its Applications, 2018
|
|
–Classification of degree two curves in ${C}^{(2)}$ with positive self-intersection. Advances in Geometry, 2018
|
|
–The set of unattainable points for the Rational Hermite Interpolation Problem. Linear Algebra and its Applications, 2018
|
|
–Graphical reduction of reaction networks by linear elimination of species. Journal of Mathematical Biology, 2017
|
|
–Agent-based modeling of mitochondria links sub-cellular dynamics to cellular homeostasis and heterogeneity. PLoS One, 2017
|
|
–Approaching parallel computing to simulating population dynamics in demography. Parallel computing, 2016
|
|
–Individual-based modeling of tuberculosis in a user-friendly interface: Understanding the epidemiological role of population heterogeneity in a city. Frontiers in Microbiology, 2016
|
|
–Core signalling motif displaying multistability through multi-state enzymes. Journal of The Royal Society Interface, 2016
|
|
–Characterization of curves in ${C}^{(2)}$. Collectanea mathematica, 2016
|
|
–Characterization of ${C}^{(n)}$. Nagoya Mathematical Journal, 2016
|
|
–Time course decomposition of cell heterogeneity in TFEB signaling states reveals homeostatic mechanisms restricting the magnitude and duration of TFEB responses to mTOR activity modulation. BMC Cancer, 2016
|
|
–Computationally inexpensive identification of noninformative model parameters by sequential screening. Water Resources Research, 2015
|
|
–The Rees algebra of a monomial plane parametrization. Journal of Symbolic Computation, 2015
|
|
–Towards efficient large scale epidemiological simulations in EpiGraph. Parallel computing, 2015
|
|
–Enhancing the performance of malleable MPI applications by using performance-aware dynamic reconfiguration. Parallel computing, 2015
|
|
–Minimal generators of the defining ideal of the Rees algebra associated to a plane curve parameterization with mu=2. Canadian Journal of Mathematics, 2014
|
|
–On the Apery sets of monomial curves. Semigroup Forum, 2013
|
|
–Rational plane curves parameterizable by conics. Journal of Algebra, 2013
|
|
–Cross Layer Adaptation of Check Intervals in Low Power Listening MAC Protocols for Lifetime Improvement in Wireless. Sensors, 2012
|
|
–Apery and micro-invariants of a one dimensional CohenMacaulay ring and invariants of its tangent cone. Journal of Algebra, 2011
|
|
–Leveraging social networks for understanding the evolution of epidemics. BMC Systems Biology, 2011
|
|
–Minimal generators of the defining ideal of the Rees Algebra associated to monoid parameterizations. Computer Aided geometric Design, 2010
|
|
–Reactors: A data-oriented synchronous/asynchronous programming model for distributed applications. Theoretical Computer Science, 2009
|
|
–On the structure of the fiber cone of ideals with analytic spread one. Journal of Algebra, 2007
|
|
–Fiber cones with almost maximal depth. Communications in Algebra, 2005
|
|
–Burch’s inequality and the depth of the blow up rings of an ideal. Journal of Pure and Applied Algebra, 2001
|
|
–On the depth of the canonical modules of graded rings associated to an ideal. Communications in Algebra, 2000
|
|
–On the Depth of the fiber cone of filtrations. Journal of Algebra, 1997
|