Study design of an epidemiological research and sampling methodology - - PowerPoint PPT Presentation

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Study design of an epidemiological research and sampling methodology - - PowerPoint PPT Presentation

Study design of an epidemiological research and sampling methodology for a risk analysis -To ensure a risk analysis epidemiologically reliable- Kohei Makita BVSc, PhD. Email: K.makita@cgiar.org Safe food, fair food project coordinator


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  • To ensure a risk analysis epidemiologically reliable-

Kohei Makita

BVSc, PhD. Email: K.makita@cgiar.org Safe food, fair food project coordinator International Livestock Research Institute (ILRI) In Côte d’Ivoire, April 2009

Study design of an epidemiological research and sampling methodology for a risk analysis

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A risk analysis and an epidemiological research

Within a scope of safe food, fair food project A risk assessment using risk pathways Risk inputs are obtained from epidemiological

researches

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Safe food, fair food project Building capacity to improve the safety of animal-source foods and ensure continued market access for poor farmers in sub Saharan Africa

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Two approaches to Risk Assessment

Release assessment Release assessment Exposure assessment Exposure assessment Consequence assessment Consequence assessment Risk assessment Risk assessment

Hazard identification Hazard identification Exposure assessment Exposure assessment Hazard characterization Hazard characterization Risk characterization Risk characterization

Codex Alimentarius Committee OIE

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Pathway maps

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Risk mitigation

Average of 17.25 risk mitigation strategies used Farmers who believed UA was legal used more strategies

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Participatory epidemiology

Instrument

Fill the gap where

there is no data

Decrease

  • pposition to

decisions

More efficient and

effective than direct regulatory control

End

Empowerment Ownership Subsidiarity A right

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An example of participatory risk assessment

  • In village A, chicken are typically cooked and eaten at

12.00 am. Most is eaten immediately but some is kept for the evening meal. There is concern that this might be a disease risk. How long can the women safely store the food?

=B2*2^(B4/B3) cfu/g Number of bacteria at the end

  • f storage time

Low=4, high=12, mode=6 Hours Triangular Storage time (hours): B4 Mean =0.5, s.d =0.02 Hours Normal Doubling time (hours): B3 Mean=0.95 cfu per gram cfu/g Poisson Initial number of bacteria: B2 Parameters Units Distribution Risk inputs

Participation Survey Model: B2*2^(B4/B3)

Source: Grace D (2008) PRA training material

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Risk inputs

Types of risk inputs

Quantity of products – eg. milk Proportion – products, infection rate, pathway Biological data – doubling time of bacteria Counting data – coliform count Probability distribution

Getting risk inputs – epidemiology

Experimental studies Observational studies

Valid risk inputs should represent the target

population

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Study design of an epidemiological research

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Definition of epidemiology

Epidemiology is the study of disease in

populations and of factors that determine its occurrence

Thrusfield M 2005, Veterinary Epidemiology

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Types of observational studies

Cohort studies

Changes over time Smoking and cancer

Case-control studies

Diseased and non-diseased animals

Cross sectional studies

Prevalence or incidence at a time

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Measure of association

d c Not Exposed b a Exposed Non-diseased animals Diseased animals

Incidence:

The number of new cases that occur in a known population over a specified period of time

Prevalence:

The number of instances of diseases or related attributes (e.g., infection or presence of antibodies) in a known population, at a designated time, without distinction between old and new cases

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Measure of association - 1

d c Not Exposed b a Exposed Non-diseased animals Diseased animals

Relative risk: RR The ratio of the incidence of disease in exposed animals to the incidence in unexposed RR={a/(a+b)}/{c/(c+d)}

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Measure of association - 2

d c Not Exposed b a Exposed Non-diseased animals Diseased animals

Odds ratio: OR The ratio of odds: ratio of the probability of an event

  • ccurring to the probability of it not occurring

OR=ad/bc

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Sampling methods and sample size

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Sampling methods

Non-probability sampling methods

Convenience sampling Purposive selection

Probability sampling methods

Simple random sampling Systematic sampling Stratified random sampling Cluster sampling Multistage sampling Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Convenience sampling

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Purposive selection

Sample size 5/ population size 17

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Simple random sampling

1 2 3 4 5 6 7 8 10 11 9 12 14 15 17 16 13 Sample size 5/ population size 17

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Systematic sampling

1 2 3 4 5 6 9 7 8 10 11 19 12 14 15 17 16 13 20 18 Random 4th 4th 4th 4th Sample size 5/ 20, sample interval 4

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Stratified random sampling

Strata Sampling units Sample size 7/ 35 cows 1/5 1/5 3/15 2/10 Proportional allocation

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Cluster sampling

Clusters= Primary sampling units Sample size 2/ 4 farms ? ? ? ? Unit of concern

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Cluster sampling

Sample size 2/ 4 farms 5 15 Sample all cows Clusters= Primary sampling units Unit of concern ? ?

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Multistage sampling 1

1/5 3/15 Constant proportion Primary sampling units Secondary units ? ? Case 1: the herd size is not known ahead of time

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Multistage sampling 2

3/15 3/10 Fixed number Case 2: the herd size is known ahead of time Primary sampling units Secondary units Probability proportional selection

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Sample size calculation

Note 1: the formulae are different among cross

sectional, case-control and cohort studies

Note 2: the formulae are different also between

random sampling and cluster sampling

Note 3: again different among estimating

prevalence, comparing means, medians and proportions of two groups, and disease detection

What you learn here are sample size calculation for

Cross sectional study, (1) random sampling and (2)

cluster sampling for estimating prevalence

Detection of a disease Using a perfect test

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Sample size calculation for cross sectional study, random sampling

d2 1.962 * Pexp(1-Pexp) n=

Where: n = required sample size Pexp= expected prevalence d = desired absolute precision Software to recommend Winepiscope 2.0 [Thrusfield et al., 2001] http://www.clive.ed.ac.uk/winepiscope Epi Info [CDC., 2008] http://www.cdc.gov/epiinfo

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Sample size calculation for cross sectional study,

  • ne-stage cluster sampling
  • T2(c-1)

K1cV T K2P(1-P)

}

Vc=c{

Where: c = number of clusters in the sample T = total number of animals sampled K1 = (C-c)/C

Software to recommend R http://www.r-project.org

Where: C = number of clusters in the population K2 = (N-T)/N Where: N = total number of animals in the population V = P2(Σn2)-2P(Σnm)+(Σm 2) Where: P = sample estimates of overall prevalence n = number of animals sampled in each cluster m = number of diseased animals samples in each cluster

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Sample size calculation for cross sectional study, sampling for disease detection

Where: n = required sample size N = population size P1 = probability of finding at least one case in the sample d = minimum number of affected animals expected in the population Software to recommend Freecalc [Cameron and Baldock, 1998] http://www.ausvet.com.au/content.php?page=res_software n= {1-(1-p1)1/d}{N-d/2}+1

Source: Thrusfield M (2005) Veterinary Epidemiology 3rd Ed.

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Please note!

These are the calculations using a perfect

test (sensitivity and specificity =1.0)!

For imperfect test (sensitivity and specificity <1.0) ,

refer textbooks and use a software.

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Number of animals to be sampled per herd

nI: number of animals to be sampled per herd σ2

H: between herd variance estimates

σ2

I: within herd variance estimates

cH: cost of sampling herds (eg. fuel) cI: cost of sampling individuals (eg. ELISA test)

nI= * σ2

I

σ2

H

cI cH

Source: Dohoo et al. 2004 Veterinary Epidemiologic Research