News & Highlights

27.7.17 - We are going to Barcelona! We just got notified that Esther Ibanez Marcelo is going to present some of our results on the topological effects of LSD and psilocybin at Macfang this autumn. Stay tuned for a preprint later this summer.

25.7.17 - I just got invited to teach a course on social physics in the cognitive neuroscience MSc of San Raffaele University. Incredible, I’m a teacher now! I’ll add a teaching section to the website soon.

24.7.17 - I’m going to give a talk at the funtional genomics of cancer lab at San Raffaele Scientific Institute!

17.7.17 - New paper out! Our latest paper on how TDA can contribute to analysis of gait signals is now available online.

7.7.17 - I’m giving a talk at the Hess Lab at Biotech Lab in Geneva on structural and functional homological scaffolds. Slides here.

1.7.17 - New website up!

Selected Publications

The ability to learn tasks and generalize themis one of the most remarkable characteristics of general intelligence. So is the ability to perform multiple tasks simultaneously. Here, we show that these two characteristics are in tension, reflecting a fundamental tradeoff between interactive parallelism that supports learning and generalization, and independent parallelism that supports processing efficiency through concurrent multitasking.
in preparation

We provide a review of recent research and development in multivariate and machine learning methods-based gait analysis that can be applied to big data analytics and describe how TDA can contribute to the field.
In J. Med. Bio. Eng.

Simplicial complexes are a popular way to describe multi-node interactions explicitly. We propose here a candidate to a principled null model allowing for easy comparison with empirical data. We provide an efficient and uniform Markov chain Monte Carlo sampler for this model and show its usefulness in a number of case studies.
arXiv

Against the rapidly evolving landscape of data science, topological data analysis (TDA) has carved itself a niche for the analysis of datasets that present complex interactions and rich structures. Its distinctive feature, topology, allows TDA to characterize the mesoscopic structures of data and high order interactions. Here we introduce the TDA paradigm and some applications.
In EPJ Data Science

We identify a fundamental entropy barrier for time series forecasting. For most diseases this barrier is well beyond the time scale of single outbreaks, the forecast horizon varies by disease and we demonstrate that both shifting model structures and social network heterogeneity are the most likely mechanisms for the observed differences in predictability across contagions.
In arXiv

We use a simplified network representation, called scaffolds, to show dramatic changes in the mesoscale homological structure of brain activity under the effect of psilocybin.
In JRS Int.

Recent Publications

More Publications

People

ISI Team

Collaborators