activity
20042022
most citedDistributional Results for Model-Based Intrinsic Dimension Estimators

3 citations · 6 across the 8 of their papers we have counts for

collaborators

18 papers

stat.AP2022

A predictive model for planning emergency events rescue during COVID-19 in Lombardy, Italy

Angela Andreella, Antonietta Mira, Spyros Balafas +5

Italy, particularly the Lombardy region, was among the first countries outside of Asia to report cases of COVID-19. The emergency medical service called Regional Emergency Agency (…

stat.AP20222 cited

On the intrinsic dimensionality of Covid-19 data: a global perspective

Abhishek Varghese, Edgar Santos-Fernandez, Francesco Denti +2

This paper aims to develop a global perspective of the complexity of the relationship between the standardised per-capita growth rate of Covid-19 cases, deaths, and the OxCGRT Covi…

stat.CO2021

A Bayesian Semiparametric Vector Multiplicative Error Model

Nicola Donelli, Stefano Peluso, Antonietta Mira

Interactions among multiple time series of positive random variables are crucial in diverse financial applications, from spillover effects to volatility interdependence. A popular…

stat.ME20213 cited

Distributional Results for Model-Based Intrinsic Dimension Estimators

Francesco Denti, Diego Doimo, Alessandro Laio +1

Modern datasets are characterized by a large number of features that may conceal complex dependency structures. To deal with this type of data, dimensionality reduction techniques…

stat.AP2021

A Bayesian latent allocation model for clustering compositional data with application to the Great Barrier Reef

Luiza Piancastelli, Nial Friel, Julie Vercelloni +2

Relative abundance is a common metric to estimate the composition of species in ecological surveys reflecting patterns of commonness and rarity of biological assemblages. Measureme…

cond-mat.str-el2021

Revealing three-dimensional quantum criticality by Sr-substitution in Han Purple

Stephan Allenspach, Pascal Puphal, Joosep Link +20

Classical and quantum phase transitions (QPTs), with their accompanying concepts of criticality and universality, are a cornerstone of statistical thermodynamics. An exemplary cont…