Dylan Festa

Postdoctoral Researcher at Technical University of Munich

Frankfurt, Hesse, Germany
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Summary

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Senior
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Top School
Dylan Festa is a computational neuroscientist and postdoctoral researcher with a decade of experience studying neural coding and brain computation across leading European and US institutes. Trained with a PhD from Cambridge and a physics background from Università di Pisa (110/110 cum laude), he blends rigorous theoretical modeling with hands-on experimental collaboration to probe visual system representations. His postdoc roles at TUM and the Max Planck Institute build on earlier work at Albert Einstein College of Medicine, where he focused on neural coding in visual areas. Based in Frankfurt, he brings deep interdisciplinary fluency—spanning computational theory, data analysis, and neurophysiology—and a track record of moving ideas from theory to reproducible research. An understated strength is his ability to translate complex mathematical models into testable experiments and open, shareable code.
code10 years of coding experience
job5 years of employment as a software developer
bookDoctor of Philosophy - PhD, Computational Neuroscience, Doctor of Philosophy - PhD, Computational Neuroscience at University of Cambridge
bookBachelor and Master's degree, Physics, 110/110 cum laude, Bachelor and Master's degree, Physics, 110/110 cum laude at Università di Pisa
languagesItalian, English, German, Latin
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Github Skills (48)

distributions10
science10
julia10
numerical9
programming-language9
probability9
machine-learning9
hpc9
statistics9
root-finding9
petsc9
julialang8
data-science7
bayesian-statistics7
probabilistic-graphical-models7

Programming languages (2)

JuliaJupyter Notebook

Github contributions (5)

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Package to run multi-dimensional Hawkes processes with different kernels
Contributions:102 commits, 4 PRs, 143 pushes in 1 year 4 months
kernelmulti-dimensionalkernelsdimensional
Compuation of the Smoothed Spectral Abscissa (SSA) and its gradient
Contributions:2 PRs, 78 pushes, 7 branches in 2 years
gradientspectralssa
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