Averaging-method Permalink
Fast and simple method to approximate steady-state temperature distributions over irregular surfaces. 
Fast and simple method to approximate steady-state temperature distributions over irregular surfaces. 
An evolutionary intracellular catalytic reaction network model. This implementation was developed for the research work described in the articles Evolutionary timeline of a modeled cell (2022) and Biurcation in cellular evolution (2022). 
Published in Journal of Theoretical Biology, 2022
A theoretical study of cell evolution is presented here. By using a toolbox containing an intracellular catalytic reaction network model and a mutation–selection process, four distinct phases of self-organization were unveiled.
Preprint version available here
Published in Physica A: Statistical Mechanics and its Applications, 2023
Modifications to the graph topology of an intracellular catalytic reaction network model lead to a percolation-like phase transition, which is mapped into a bifurcation in the intracellular dynamics, so that the most probable state is suddenly switched from cellular stagnation to exponential growth.
Preprint version available here
Published in Advanced Science, 2025
This work details the formation, structure, and magnetic behavior of a single-layer 2D metalorganic coordination network made of Ni atoms and tetracyanoethylene (TCNE) molecules.
Published in Physica A: Statistical Mechanics and its Applications, 2025
In this work, we investigate how, under varying combinations of system-wide selection rules and special agents, different classes of random processes give rise to global order, with a focus restricted to finite-size networks.
Preprint version available here
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Undergraduate course, University 1, Department, 2014
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Workshop, University 1, Department, 2015
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