activity
20232025
most citedOn nonlinear compression costs: when Shannon meets Rényi

2 citations · 4 across the 5 of their papers we have counts for

collaborators

5 papers

stat.ME2025

Generalized Maximum Entropy: When and Why you need it

Giuseppe M. Ferro, Edwin T. Pos, Andrea Somazzi

The classical Maximum-Entropy Principle (MEP) based on Shannon entropy is widely used to construct least-biased probability distributions from partial information. However, the Sho…

physics.bio-ph2024

Pregnancy as a dynamical paradox: robustness, control and birth onset

Giuseppe Maria Ferro, Andrea Somazzi, Didier Sornette

The timing of human labor is among the most critical determinants of neonatal survival, yet the mechanisms that govern the transition from uterine quiescence to coordinated contrac…

cs.IT2023★ 2 cited

On nonlinear compression costs: when Shannon meets Rényi

Andrea Somazzi, Paolo Ferragina, Diego Garlaschelli

Shannon entropy is the shortest average codeword length a lossless compressor can achieve by encoding i.i.d. symbols. However, there are cases in which the objective is to minimize…

physics.soc-ph2023

Social media battle for attention: opinion dynamics on competing networks

Andrea Somazzi, Giuseppe Maria Ferro, Diego Garlaschelli +1

In the age of information abundance, attention is a coveted resource. Social media platforms vigorously compete for users' engagement, influencing the evolution of their opinions o…

physics.data-an2023★ 2 cited

Learn your entropy from informative data: an axiom ensuring the consistent identification of generalized entropies

Andrea Somazzi, Diego Garlaschelli

Shannon entropy, a cornerstone of information theory, statistical physics and inference methods, is uniquely identified by the Shannon-Khinchin or Shore-Johnson axioms. Generalizat…