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Pietro Monticone photo

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followers: 548.0 following: 0.0 repos: 627.0 gists: 0.0

Name: Pietro Monticone

Type: User

Company: University of Trento

Bio: Mathematics @UniTrento || Formalising in @LeanProver || Modelling @InPhyT || Developing in @JuliaLang || Forecasting @Metaculus || Reading @Goodreads.

Twitter: PietroMonticone

Location: Trento, Italy

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GitHub Metrics

Past Selected Projects

Data Mining & Machine Learning

Time Series Analysis

Current Selected Projects

Applied Graph Theory / Network Science

Number Theory

  • FLT3: Formalising Fermat's Last Theorem for Exponent 3 in Lean.

Talks

2023

WAW 2023 Talk

JuliaCon 2023 Talk

Pietro Monticone's Projects

seir_covid19 icon seir_covid19

SEIR model for COVID-19 infection, including different clinical trajectories of infection

seroprevalence-viz icon seroprevalence-viz

Visualizations for the paper "Estimating SARS-CoV-2 seroprevalence and epidemiological parameters with uncertainty from serological surveys"

sha.jl icon sha.jl

A performant, 100% native-julia SHA1, SHA2, and SHA3 implementation

shields icon shields

Concise, consistent, and legible badges in SVG and raster format

showyourwork icon showyourwork

A workflow for reproducible and open scientific articles.

simplevaluegraphs.jl icon simplevaluegraphs.jl

A LightGraphs.jl compatible graph package for graphs with multiple vertex, edge and graph metadata.

sir-julia icon sir-julia

Various implementations of the classical SIR model in Julia

sismid icon sismid

Pathogen evolution, selection and immunity

spread icon spread

spread contains different infectious disease spread models.

squire icon squire

SEIR transmission model of COVID-19. Documentation at:

sr2turingpluto.jl icon sr2turingpluto.jl

StatisticalRethinking notebook project using Turing and Pluto notebooks (derived from Max Lapan's Jupyter project)

sta427_sm4ide icon sta427_sm4ide

Repo for the course Statistical Methods in Infectious Disease Epidemiology at UZH

statisticalmethods icon statisticalmethods

Course notes and resources for Stanford University graduate course PHYS366: Statistical Methods in Astrophysics

statisticalrethinking.jl icon statisticalrethinking.jl

Julia version of selected functions in the R package `rethinking`. Used in the StatisticalRethinkingStan and StatisticalRethinkingTuring projects.

stheno.jl icon stheno.jl

Probabilistic Programming with Gaussian processes in Julia

stochasticad.jl icon stochasticad.jl

Experimental, research package for automatic differentiation (AD) of stochastic programs.

surrogates.jl icon surrogates.jl

Surrogate modeling and optimization for scientific machine learning (SciML)

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