Session 2: Descriptive Epidemiology

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63 Terms

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Epidemiology

The study of the distribution and determinants of health-related events in specified populations, and the application of this study to control health problems

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What does descriptive epidemiology tell us?

- What is the problem/frequency

- Who is affected

- Where is affected

- When does it occur

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What does analytical epidemiology tell us?

Why it occurs in this specific population

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Why is descriptive epidemiology important?

1. Evidence based medicine

2. Research - understanding

3. Clinicians = reports, audits, exams

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Why is epidemiology important, specifically to qualifying doctors?

- Writing reports = Special Selected Components (SSCs)

- Audits (compulsory part of foundation training)

- Postgraduate exams

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Types of data

Categorical (discrete) and continuous

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Categorical (discrete) data, with examples of this data

Data which can be divided into groups

Nominal e.g., male/female

Ordinal e.g., mild, moderate, severe

Interval e.g., distance between measures has meaning

<p>Data which can be divided into groups </p><p>Nominal e.g., male/female</p><p>Ordinal e.g., mild, moderate, severe</p><p>Interval e.g., distance between measures has meaning</p>
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Continuous data, with examples

Continuous data can take on any value

Interval e.g., distance between measures on scale

Ratio e.g., distance/ratio between measurements defined

<p>Continuous data can take on any value</p><p>Interval e.g., distance between measures on scale</p><p>Ratio e.g., distance/ratio between measurements defined</p>
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Example of a frequency distribution of continuous data

Histogram

<p>Histogram</p>
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Example of a frequency distribution of discrete (categorical) data

Bar chart

<p>Bar chart</p>
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Three factors which summarise a frequency distribution

1) Shape

2) Location or central tendency

3) Spread

<p>1) Shape</p><p>2) Location or central tendency</p><p>3) Spread</p>
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<p>What shape is found in this histogram?</p>

What shape is found in this histogram?

Unimodal

Skewed to the left

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What shape is found in this histogram?

Unimodal

Skewed to the right

<p>Unimodal </p><p>Skewed to the right </p>
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What shape is found in this histogram?

Unimodal: symmetrical

Normal distribution

<p>Unimodal: symmetrical </p><p>Normal distribution </p>
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Normal distribution

Symmetrical bell-shaped curve

<p>Symmetrical bell-shaped curve</p>
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<p>What shape is found in this histogram?</p>

What shape is found in this histogram?

Bimodal: symmetrical

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Causes of outliers

• Data entry errors

• Measurement errors

• Experimental errors

• Intentional

• Data processing errors

• Sampling errors

• Natural

<p>• Data entry errors</p><p>• Measurement errors</p><p>• Experimental errors</p><p>• Intentional</p><p>• Data processing errors</p><p>• Sampling errors</p><p>• Natural</p>
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Location or central tendency

Tell us about the focal point or central point of the data.

This includes the mean, median, and mode.

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Mode

Value or group of values which occur most often

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Median

Middle value after arranged in order of size (ascending order)

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Mean

Arithmetic average of observations

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Relationship of mean to median in a symmetrical distribution...

Mean ≈ Median

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Relationship of mean to median in a skewed distribution (right)

Mean > median

<p>Mean &gt; median </p>
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Relationship of mean to median in a skewed distribution (left)

Mean < median

<p>Mean &lt; median</p>
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What is the mode of this frequency distribution

The most common score which was 66 (highest frequency)

<p>The most common score which was 66 (highest frequency)</p>
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What is the median of this frequency distribution

Median = [Total number of participants + 1] / 2

n = 229

[(229 + 1)]/2 = 115th value = 64

<p>Median = [Total number of participants + 1] / 2</p><p>n = 229</p><p>[(229 + 1)]/2 = 115th value = 64</p>
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What is the mean of this frequency distribution

Mean = sum of all data points / number of data points

Mean = 14, 198 / 229 = 62

<p>Mean = sum of all data points / number of data points</p><p>Mean = 14, 198 / 229 = 62</p>
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Two ways of assessing the spread of data in a frequency distribution

1) Range = difference between highest and lowest value

2) Interquartile range = difference between first and third quartile

<p>1) Range = difference between highest and lowest value</p><p>2) Interquartile range = difference between first and third quartile</p>
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Type of plot used to examine the spread of a frequency distribution

Box and Whisker plot

<p>Box and Whisker plot</p>
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How to calculate the interquartile range

IQR = Q3 - Q1

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<p>How to calculate variance (s^2) of a data set and what it means...</p>

How to calculate variance (s^2) of a data set and what it means...

Variance is a measure of the variation shown by a set of observations, defined by the following formula

<p>Variance is a measure of the variation shown by a set of observations, defined by the following formula</p>
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Standard deviation (s) formula and what it means...

Standard deviation (s) is a summary of how widely dispersed the values are around the mean, defined by the following formula

<p>Standard deviation (s) is a summary of how widely dispersed the values are around the mean, defined by the following formula</p>
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Why are scatter plots useful?

1) Show relationship between two continuous variables

2) Form = linear or non-linear

3) Strength = strong or weak

4) Positive or negative correlation (or zero)

<p>1) Show relationship between two continuous variables</p><p>2) Form = linear or non-linear</p><p>3) Strength = strong or weak</p><p>4) Positive or negative correlation (or zero)</p>
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Categorical data - examples of how it can be presented and what it shows

How it can be presented

Frequency table

Bar chart

Pie chart

What it shows

Percentages

Modal (most frequent)

<p>How it can be presented</p><p>Frequency table</p><p>Bar chart</p><p>Pie chart </p><p>What it shows</p><p>Percentages</p><p>Modal (most frequent)</p>
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Discrete data - examples of how it can be presented and what it shows

How it can be presented

Frequency table

Bar chart

What it shows

Median, SD (symmetrical)

Median and IQR (skewed)

<p>How it can be presented</p><p>Frequency table </p><p>Bar chart</p><p>What it shows</p><p>Median, SD (symmetrical)</p><p>Median and IQR (skewed)</p>
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Continuous data - examples of how it can be presented and what it shows

How it can be presented

Frequency table

Histogram

Box and whisker plot

What it shows

Mean and SD (symmetrical)

Mean and IQR (skewed)

<p>How it can be presented</p><p>Frequency table</p><p>Histogram</p><p>Box and whisker plot</p><p>What it shows</p><p>Mean and SD (symmetrical)</p><p>Mean and IQR (skewed)</p>
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Categorical data - examples of how it can be presented and what it shows

How it can be presented

Frequency table

Bar chart

Pie chart

What it shows

Percentages

Modal

<p>How it can be presented</p><p>Frequency table</p><p>Bar chart</p><p>Pie chart</p><p>What it shows</p><p>Percentages</p><p>Modal </p>
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Some examples of measures of frequency

Ratio = division of two unrelated numbers

Proportion = division of two related numbers

Rate = measure of frequency of occurrence 'per unit time'

<p>Ratio = division of two unrelated numbers</p><p>Proportion = division of two related numbers</p><p>Rate = measure of frequency of occurrence 'per unit time'</p>
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Ratio

Division of two unrelated numbers

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Proportion

Division of two related numbers

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Rate

Measure of frequency of occurrence 'per unit time'

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What is incidence?

The number of new events e.g., new cases of disease in defined population within specific period of time

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What is prevalence?

The number of cases of disease in a given population at a designated time

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Incidence rate

knowt flashcard image
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Incidence risk

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Point prevalence

Point prevalence is a variation which represents the number of persons who were a case at any time during a specified (short) period as a proportion of the total number of persons in that population

<p>Point prevalence is a variation which represents the number of persons who were a case at any time during a specified (short) period as a proportion of the total number of persons in that population</p>
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Why might the prevalence of a condition change over time?

1) Chance

2) Ascertainment

3) Demography

4) Treatment effects

5) True changes in prevalence

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Epidemiologist's Bathtub

Relationship between incidence, prevalence, and mortality

Prevalence = (incidence rate) x (average duration of disease)

Incidence = prevalence / duration

Duration = prevalence / incidence

<p>Relationship between incidence, prevalence, and mortality</p><p>Prevalence = (incidence rate) x (average duration of disease)</p><p>Incidence = prevalence / duration</p><p>Duration = prevalence / incidence </p>
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Mortality rate is an example of an ___ rate

Incidence

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Three measures of mortality

1) Infant Mortality Rate (IMR)

2) Crude Death Rate (CDR)

3) Age-Specific Death Rate (ASDR)

<p>1) Infant Mortality Rate (IMR)</p><p>2) Crude Death Rate (CDR)</p><p>3) Age-Specific Death Rate (ASDR)</p>
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Infant Mortality Rate (IMR)

A figure that describes the number of babies that die within the first year of their lives in a given population.

<p>A figure that describes the number of babies that die within the first year of their lives in a given population.</p>
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Crude Death Rate (CDR)

The total number of deaths in a year for every 1,000 people alive in the society.

<p>The total number of deaths in a year for every 1,000 people alive in the society.</p>
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Age-Specific Death Rate (ASDR)

The number of deaths to persons in a specific age group per 1,000 persons in that age group

<p>The number of deaths to persons in a specific age group per 1,000 persons in that age group</p>
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Risk

Probability or likelihood of an outcome

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Association

Correlation between exposure and outcome

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The strength of an association between a putative Risk Factor and an outcome can be measured in terms of...

- Relative risk (RR)

- Odds ratio (OR)

- Attributable risk (AR)

- Population attributable risk (PAR)

- PAR%

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Measures of Absolute Risk

Incidence Risk (IR) =

number of new cases of disease in specified time period / number of individuals at risk during same time period

<p>Incidence Risk (IR) = </p><p>number of new cases of disease in specified time period / number of individuals at risk during same time period </p>
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Measures of Relative Risk

Risk Ratio (RR) =

A comparison of the risk of some health-related event such as disease or death in two groups.

<p>Risk Ratio (RR) =</p><p>A comparison of the risk of some health-related event such as disease or death in two groups.</p>
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Risk ratio (RR) > 1

Positive association

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Risk ratio (RR) < 1

Negative association

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Epidemiology is the science which informs ___ ___

Public health

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Incidence is defined as...

Measure of new cases or events in a population within specified time

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Prevalence is defined as...

Measure of the burden of disease in a specified population at a particular time (this is not a rate!)