Measures of Occurrence Flashcards

1
Q

Incidence Proportion (R): What is the definition?

A

This is the proportion of people at risk for a particular disease (or outcome of interest) who develop that disease by end of specific time period of observation.

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2
Q

How do you calculate R?

A

of persons developing disease during time period/# of persons at risk followed for that time period

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3
Q

Define “risk”

A

The probability that an individual develops disease (or outcome) over a specified time period.

The realized probability for an individual is (usually) 0 or 1.

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4
Q

Define “Incidence Proportion”

A

This is the average risk of disease (or outcome) in a group of individuals over time (t)
Summarizes all the 0’s and 1’s

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5
Q

Difficulties in est. IP/Risk:
1. Dynamic population
2. Loss to follow up
3. Competing risks

A
  1. The people at the beginning of the study may not be the same people at the end of the study
  2. people die, quit
  3. Example of competing risks: 20-year risk of Parkinson’s disease among older smokers compared with corresponding risk among older non-smokers
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6
Q

Incidence Rate (I)

A

The rate, or velocity, at which new cases of a particular disease (or outcome of interest) occur in a population at risk for disease

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7
Q

Incidence rate calculation

A

of persons developing a disease/total time at risk experienced by persons followed [“person-time”]

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8
Q

What is the relationship between Incidence Proportion (Risk) and Incidence Rate?

A

If incidence rate is constant
Risk = 1-exp(-IRxT) = 1-e^(-1xtime)

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9
Q

Rounding to significant figures for this class

A

2 significant figures: 20, 2.1, 0.00046
3 significant figures: 3.14, 303, 0.103

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10
Q

What are the measures of disease frequency?

A

Incidence proportion
Incidence rate
prevalence proportion

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11
Q

What can the mathematical relationship between prevalence, incidence rate and disease duration be used for?

A

to obtain estimates of prevalence and disease duration

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12
Q

Example of incidence Proportion

A

Incidence = (New Cases) / (Population x Timeframe)

An example will help demonstrate this equation and is provided below.

You watch a group of the 5,000 people in your town. During a five-year period, 25 individuals are newly diagnosed with diabetes mellitus. What is the annual incidence of diabetes mellitus for your town?

(25 new cases diabetes mellitus)/(5,000 people x 5 years) =
(25 new cases) / (25,000 people-year) =
0.001 cases/people-year =
1 case / 1000 people-year

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