Literature DB >> 5327558

Birth-death and other models for microbial infection.

P Armitage, G G Meynell, T Williams.   

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Year:  1965        PMID： 5327558     DOI： 10.1038/207570a0

Source DB:  PubMed          Journal:  Nature        ISSN： 0028-0836            Impact factor:   49.962


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  7 in total

1.  Containment as a mechanism of nonspecific enhancement of defenses against bacterial infection.

Authors:  H C Polk; P M Lamont; R B Galland
Journal:  Infect Immun       Date:  1990-06       Impact factor: 3.441

2.  Rate of increase and critical amount of nuclear polyhedrosis virus in lepidopterous larvae estimated from survival time assay data with a birth-death model.

Authors:  N A van Beek; H A Wood; J E Angellotti; P R Hughes
Journal:  Arch Virol       Date:  1988       Impact factor: 2.574

3.  The true division and death rates of Salmonella typhimurium in the mouse spleen determined with superinfecting phage P22.

Authors:  J Maw; G G Meynell
Journal:  Br J Exp Pathol       Date:  1968-12

4.  Evidence for a two-stage model of microbial infection.

Authors:  G G Meynell; J Maw
Journal:  J Hyg (Lond)       Date:  1968-06

5.  A dose and time response Markov model for the in-host dynamics of infection with intracellular bacteria following inhalation: with application to Francisella tularensis.

Authors:  R M Wood; J R Egan; I M Hall
Journal:  J R Soc Interface       Date:  2014-06-06       Impact factor: 4.118

6.  Early efforts in modeling the incubation period of infectious diseases with an acute course of illness.

Authors:  Hiroshi Nishiura
Journal:  Emerg Themes Epidemiol       Date:  2007-05-11

7.  A mechanistic model of infection: why duration and intensity of contacts should be included in models of disease spread.

Authors:  Timo Smieszek
Journal:  Theor Biol Med Model       Date:  2009-11-17       Impact factor: 2.432
  7 in total

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