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đ
They made the claim and proved the rest from it. This is the problem.
Einwand
1
#94022
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Controlling Infectious Diseases »
Controlling Infectious Diseases
Controlling Infectious DiseasesâMapping the issues around endemic diseasesâsuch as malaria, measles, influenza, HIV, Dengue and West Nile Virusâwith the aims of identifying improved control strategies and of providing insights into to the work of mathematical biologists, epidemiologists and public health officials in this field.âF1CEB7
▲
Research Questions »
Research Questions
Research QuestionsâWhat are the research priorities for the field?âFFB597
▲
Open mathematical/computational problems? »
Open mathematical/computational problems?
Open mathematical/computational problems?ââFFB597
▲
Statistical Methods for model selection and parameter estimation »
Statistical Methods for model selection and parameter estimation
Statistical Methods for model selection and parameter estimationââFFB597
▲
Nonparametric approaches »
Nonparametric approaches
Nonparametric approachesâUse information or summary statistics on disease incidence or dynamics to estimate metrics such as R0, without using a fully specified disease modelâFFB597
▲
R0 estimation from growth rate plus serial distribution »
R0 estimation from growth rate plus serial distribution
R0 estimation from growth rate plus serial distributionââFFB597
▲
Mathematical issue »
Mathematical issue
Mathematical issueâThe list of issues related to mathematical formulation of growth rate, serial intervals, and their relationship to R0âFFB597
▲
The relationship between growth rate and serial interval »
The relationship between growth rate and serial interval
The relationship between growth rate and serial intervalâSome authors argue that, R0 = int(k(x), x=0..infinity) where k(x) is a reproduction kernel. The normalized quantity f(x)=k(x)/R0 satisfies int(f(x), x=0..infinity)=1. f(x) is pdf of the serial interval. This needs proof. In the compartment model setting: SIR for example, the claim is false.âFFB597
▲
This has been proved by Wallingua and Lipsitch (Proc B 2007) »
This has been proved by Wallingua and Lipsitch (Proc B 2007)
This has been proved by Wallingua and Lipsitch (Proc B 2007)ââ59C6EF
■
They made the claim and proved the rest from it. This is the problem.
They made the claim and proved the rest from it. This is the problem.ââEF597B
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Eingabe von:
Ping Yan
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#94022
Node type:
OpposingArgument
Eingabedatum (GMT):
3/2/2011 4:36:00 AM
Zuletzt geÀndert am (GMT):
3/2/2011 5:00:00 AM
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