ABM30 risk and alert characteristics under NPCT for . -н Diaoulé Diallo (22648003)

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ABM30 efficiency landscape. -н Diaoulé Diallo (22648003)

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Concentration curves of cumulative removal burden vs. cumulative population share (nodes ordered by increasing risk ) for . -н Diaoulé Diallo (22648003)

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Parameter estimates from the static cohort model. Gelman-Rubin statistic is < 1.1 implying successful convergence of the chains. -н Caroline Mburu (10186431)

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Overview of the model parameters and sources for the primary analyses. -н Caroline Mburu (10186431)

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Deidentified in-depth interview transcripts. -н Haley Adrian (22386189)

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2a shows the age-specific serology data in children grouped into <9m (ineligible for vaccination), 9m- < 1year (eligible for MCV1),1- < 2 years (eligible for MCV2), 2–4 years (elig... -н Caroline Mburu (10186431)

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Summary of themes, sub-themes, and representative quotes identified from in-depth interview among MSM participants, coastal Kenya. -н Haley Adrian (22386189)

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Estimated seroconversion profiles from the projection scenarios on increased MCV1 and MCV2 coverage. -н Caroline Mburu (10186431)

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Characteristics of index participants (n = 27). -н Haley Adrian (22386189)

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Characteristics of Recent Sexual Partners (N = 109) identified by Index Participants (n = 27). -н Haley Adrian (22386189)

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1a shows a static cohort model of measles immunity. -н Caroline Mburu (10186431)

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Frequency of equity-related eligibility criteria examined in pivotal trials, overall and by drug/approval type. -н Kathy Sliwinski (21601002)

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Coded eligibility criteria potentially related to equity examined in pivotal trials. -н Kathy Sliwinski (21601002)

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Comparison of parameter estimation between the proposed SIR model and the SIR ATMM using RABC. -н Thien-Minh Le (22075988)

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Graph representation of all possible , where <i>A</i>⁺ is constrained to be an optimal solution for the example in Fig 1. -н Jordan Moutet (21800145)

Нөхцлүүд: “…solid mathematical justification…”

An instance of the IPP that can be solved by applying the algorithms for the DPP. -н Jordan Moutet (21800145)

Нөхцлүүд: “…solid mathematical justification…”

A depiction of the labeled gaps constructed by the bottom-up phase on the input shown in Fig 1. -н Jordan Moutet (21800145)

Нөхцлүүд: “…solid mathematical justification…”

Depiction of how the label of is assigned as a function of whether are identical (row =), nested (rows ), or partially overlapping (row “else”), and as a function of the labels of... -н Jordan Moutet (21800145)

Нөхцлүүд: “…solid mathematical justification…”

A sequence of intermediate solutions produced by the top-down phase on the input of Fig 1, leading to an optimal solution (step 5). -н Jordan Moutet (21800145)

Нөхцлүүд: “…solid mathematical justification…”