Prior predictive simulations of the age-profile of seroprevalence to assess the appropriateness of the prior distributions for the parameters l and r used in the constant model with seroreversion.

The shaded area is the 95% highest density interval and the solid line is the mean estimate of seroprevalence. The priors were specified as follows: (A) <i>λ</i> is Lognormal(log(0.01), 1) and <i>ρ</i> is Lognormal(log(0.01), 1). (B) <i>λ</i> is Exponential(10) and <i>ρ</i> is Lognormal(0, 1). (C) <i>λ</i> is Lognormal(log(0.01), 1) and <i>ρ</i> is Exponential(10). (D) <i>λ</i> is Exponential(1) and <i>ρ</i> is Exponential(1). (PDF)

Publication Details

Journal
Figshare
Published
2025-02-03
DOI
https://doi.org/10.1371/journal.pcbi.1012777.s002
Primary Topic
Mycorrhizal Fungi and Plant Interactions
Type
article
Field-Weighted Citation Impact
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article

Prior predictive simulations of the age-profile of seroprevalence to assess the appropriateness of the prior distributions for the parameters l and r used in the constant model with seroreversion.

Figshare
Mycorrhizal Fungi and Plant Interactions
article

Prior predictive simulations of the age-profile of seroprevalence to assess the appropriateness of the prior distributions for the parameters l and r used in the constant model with seroreversion.

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Abstract

The shaded area is the 95% highest density interval and the solid line is the mean estimate of seroprevalence. The priors were specified as follows: (A) <i>λ</i> is Lognormal(log(0.01), 1) and <i>ρ</i> is Lognormal(log(0.01), 1). (B) <i>λ</i> is Exponential(10) and <i>ρ</i> is Lognormal(0, 1). (C) <i>λ</i> is Lognormal(log(0.01), 1) and <i>ρ</i> is Exponential(10). (D) <i>λ</i> is Exponential(1) and <i>ρ</i> is Exponential(1). (PDF)

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Mycorrhizal Fungi and Plant Interactions
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Prior predictive simulations of the age-profile of seroprevalence to assess the appropriateness of the prior distributions for the parameters l and r used in the constant model with seroreversion. · Figshare (2025) | TGRS Research Map | TGRS