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Data-driven computational epidemiology Modeling the global spread of infectious diseases in the age of data Michele Tizzoni Computational Epidemiology Lab ISI Foundation Data and epidemiology Data and epidemiology Epidemic forecasts? Can we use data on human behavior to model and predict the spread of infectious diseases? Epidemic forecasts? GLobal Epidemic And Mobility model GLobal Epidemic and Mobility model A matter of fact People travel and diseases travel with them Epidemics and human mobility 14th century - Black death Epidemics and human mobility Increasingly efficient mobility infrastructures: vehicle of rapid worldwide spreading of infections 2009 H1N1 pandemic GLEAM: the approach Mobility Data + Mathematical models Global Epidemic and Mobility Model Image by B. Gonçalves GLEAM: the data layers Population layer Human mobility layers Geographic scale GLEAM: population data Data source: Gridded Population of the World (GPW) by NASA Socioeconomic Data and Application Center http://sedac.ciesin.columbia.edu • population estimates from worldwide census data • cell resolution of 15x15 minutes of arc • 823,680 cells cover the whole planet • 250,206 cells are populated GLEAM: population data GLEAM: commuting data Data source: multiple national bureaus of statistics GLEAM: commuting data Data source: multiple national bureaus of statistics The worldwide airport network Data source: IATA 3,362 airports and 16,846 connections 1.4 billion passengers a year Integrating data into GLEAM Two steps process: 1. Define a new geographic resolution 2. Map all the data to the newly defined resolution Integrating data into GLEAM 1. Define a new geographic resolution airport (transportation hub) census cell 1/4° x 1/4° census cell population geographical census area (from tessellation) Des Moines Detroit Cleveland Pittsburgh Chicago St. Louis Indianapolis Cincinnati Louisville Nashville Memphis Charlotte Integrating data into GLEAM 2. Map data to the new resolution GLEAM: commuting data What if data is missing? Use modeling and statistics! GLEAM: commuting data What if data is missing? Use modeling and statistics! Gravity law: wij = α β Ni Nj C γ dij Create synthetic commuting networks for all the countries where we miss data GLEAM: commuting data Global commuting networks GLEAM: the full model susceptible latent + symptomatic infectious (no travel) symptomatic infectious (travel) recovered asymptomatic infectious Final step: epidemic layer Compartments R0 = disease transmissibility susceptible R0 > 1 latent symptomatic infectious (no travel) symptomatic infectious (travel) recovered asymptomatic infectious infection progresses A case study: 2009 H1N1 pandemic April 2009 first confirmed cases in the US May 2009 pandemic is officially declared June 2009 confirmed cases are reported in 112 countries ?? A case study: 2009 H1N1 pandemic April 2009 first confirmed cases in the US May 2009 pandemic is officially declared Parameter estimation June 2009 confirmed cases are reported in 112 countries ?? Predictions New secondary cases Parameter estimation Arrival times of countries seeded by Mexico R0 = 1.75 Timing of the epidemic USA Canada 30 32 34 36 38 40 42 44 46 48 50 52 2 4 6 8 10 Aug Sep Oct 2009 Nov Dec Jan Feb 2010 Timing of the epidemic Observed peaktimes USA Canada 30 32 34 36 38 40 42 44 46 48 50 52 2 4 6 8 10 Aug Sep Oct 2009 Nov Dec Jan Feb 2010 Timing of the epidemic Team Vittoria Colizza Alessandro Vespignani Paolo Bajardi Duygu Balcan Corrado Gioannini Chiara Poletto Marco Quaggiotto Michele Roncaglione Michele Tizzoni Wouter Van den Broeck Fabio Ciulla Marcelo Gomes Bruno Gonçalves Ana Pastore y Piontti Nicola Perra Luca Rossi Qian Zhang GLEAMviz Simulator GLEAMviz Simulator Thank you!