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I obtained my Master degree (2014) and my PhD (2019) in Physics from the University of Geneva, under the supervision of Marcos Mariño. During my PhD, I studied the mathematical aspects of string theories, in particular finding non-perturbative realisations of the topological string. I tackled this problem through the theories of resurgence and dualities (with gauge theories and other quantum-mechanical and statistical models). I joined the LANE team in March 2019 to develop mathematical models of morphogenesis.
Selected publications
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Simple Reaction-Diffusion Modeling Predicts Inconspicuous Neighborhood-Dependent Color Subclustering of Lizard Scales
Szabolcs Zakany and Michel C. Milinkovitch
Physical Review X 13, 41011 (2023)
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The Unreasonable Effectiveness of Reaction Diffusion in Vertebrate Skin Color Patterning
Michel C. Milinkovitch, Ebrahim Jahanbakhsh, Szabolcs Zakany
Annual Review of Cell and Developmental Biology 39: 145-174 (2023)
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Somitic positional information guides self-organized patterning of snake scales
Athanasia C. Tzika, Asier Ullate-Agote, Szabolcs Zakany, Maya Kummrow, Michel C. Milinkovitch
Science Advances 9, 24 (2023)
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Lizard Skin Patterns and the Ising Model
Szabolcs Zakany, Stanislav Smirnov, Michel C. Milinkovitch