Mathematical models of contact patterns between age groups for predicting the spread of infectious diseases. - sprookjes - yvandenbroek - TriplyDB

Mathematical models of contact patterns between age groups for predicting the spread of infectious diseases.

Mathematical models of contact patterns between age groups for predicting the spread of infectious diseases.

http://www.wikidata.org/entity/Q37727776

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Behavioural change models for infectious disease transmission: a systematic review (2010-2015)Modelling community-control strategies to protect hospital resources during an influenza pandemic in Ottawa, Canada.Risk stratification in compartmental epidemic models: Where to draw the line?Modeling, signaling and cytoskeleton dynamics: integrated modeling-experimental frameworks in cell migration.Population Behavior Patterns in Response to the Risk of Influenza A(H7N9) in Hong Kong, December 2013-February 2014.Influence of Population Immunosuppression and Past Vaccination on Smallpox Reemergence.Social networks in relation to self-reported symptomatic infections in individuals aged 40-75 - the Maastricht study.National assessment of Canadian pandemic preparedness: Employing InFluNet to identify high-risk areas for inter-wave vaccine distribution

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P2860

Mathematical models of contact patterns between age groups for predicting the spread of infectious diseases.

http://www.wikidata.org/entity/Q37727776

description

article científic

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article scientifique

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articolo scientifico

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artigo científico

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bilimsel makale

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scientific article published on October 2013

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vedecký článok

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vetenskaplig artikel

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videnskabelig artikel

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vědecký článek

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Mathematical models of contact ...... spread of infectious diseases.

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Mathematical models of contact ...... spread of infectious diseases.

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Mathematical models of contact ...... spread of infectious diseases.

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Mathematical models of contact ...... spread of infectious diseases.

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Mathematical models of contact ...... spread of infectious diseases.

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Mathematical models of contact ...... spread of infectious diseases.

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MBE.2013.10.1475

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Mathematical Biosciences and Engineering

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Mathematical models of contact ...... spread of infectious diseases.

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J M Hyman

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Nakul Chitnis

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P2860

Protection of mice against lethal challenge with 2009 H1N1 influenza A virus by 1918-like and classical swine H1N1 based vaccines.

Mixing in age-structured population models of infectious diseases.

Transmission potential of smallpox: estimates based on detailed data from an outbreak.

Analysis of historical data suggests long-lasting protective effects of smallpox vaccination.

Emergency response to a smallpox attack: the case for mass vaccination.

Reproduction numbers and sub-threshold endemic equilibria for compartmental models of disease transmission.

Smallpox in Europe, 1950-1971.

A core group model for disease transmission.

Duration of immunity against pertussis after natural infection or vaccination.

Effects of behavioral changes in a smallpox attack model.

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10.3934/MBE.2013.10.1475

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pathogen spread

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