Lecture 2:Population Health and Disease Measures - PowerPoint PPT Presentation

1 / 63
About This Presentation
Title:

Lecture 2:Population Health and Disease Measures

Description:

Describe measures of disease occurrence and frequency of health events ... gastroenteritis after eating at a large restaurant in Parramatta during the ... – PowerPoint PPT presentation

Number of Views:726
Avg rating:3.0/5.0
Slides: 64
Provided by: Dey7
Category:

less

Transcript and Presenter's Notes

Title: Lecture 2:Population Health and Disease Measures


1

Epidemiology
  • Lecture 2 Population Health and Disease Measures

2
Learning outcomes
  • Describe measures of disease occurrence and
    frequency of health events
  • Calculate measures of disease frequency
  • Interpret epidemiologic information related to
    these measures

3
Measurement Comparison
  • To find out whether a community is healthy or
    unhealthy
  • first measure one or more indicators of health
    (deaths, new cases of disease, etc)
  • compare the results with another community or
    group.

4
Measurement Comparison
  • Epidemiological principles are used to ensure
    that the study is conducted in an accurate and
    reliable way by
  • Selecting the best study population and
    comparison group
  • Reducing or controlling for errors in measurement
    of the exposure and the outcome

5
Types of Measures
  • Epidemiology is concerned with presence of health
    problems or the occurrence of new health events
    in a population.
  • The most common types of measures are
  • counts
  • ratios
  • proportions
  • rates

6
Types of Measures
  • Count - number of persons who have a particular
    disease
  • Around 171,000 people in NSW have diabetes
  • An estimated 13,120 people were living with
    HIV/AIDS in Australia in 2002.
  • Ratio - (includes proportion, percentage and
    rate) - is obtained by dividing one quantity by
    another. There is no specific relationship
    between the numerator and the denominator.
  • eg Number of hospital beds per 1000 population

7
Types of Measures
  • Proportion
  • a type of ratio in which the numerator is
    included in the denominator
  • The ratio of a part to the whole, expressed as a
    decimal fraction'' (e.g., 0.2)
  • as a fraction (1/5) or
  • as a percentage (20). eg 3.6 NSW population
    have diabetes

8
  • Rate
  • An expression of the frequency with which an
    event occurs in a defined population.
  • There is a relationship between the numerator and
    the denominator and a specified time period.
  • Example 0.36 per 1,000 people reported having
    diabetes in 1997-98

9
Measures of Disease Frequency
  • When measuring it is important in epidemiology to
    define
  • What is being measured?
  • Person ie individuals included
  • Place or location of the study population
  • Time period of the study

10
Measures of Disease Frequency
  • Example
  • What Vaccination status
  • Person School children 7- 10yrs
  • Place or location live in Western
    Sydney
  • Time period 2003

11
Measures of Disease Frequency
  • This helps to
  • define the population at risk
  • clarify relationships between the numerator and
    denominator for the calculation of rates and
    ratios
  • identify potential associations between outcome
    and the factors being studied
  • Do stroke rates differ by geographical location?
  • Does the prevalence rate of AIDS differ by
    geographical location?

12
The key measures of disease occurrence and health
events
  • Incidence
  • Cumulative Incidence
  • Incidence Rate or Incidence Density
  • Prevalence
  • Point Prevalence
  • Period Prevalence

13
Incidence
  • Incidence Number of new cases/events in a
    population, over a period of time.
  • Example
  • the incidence of AIDS in the Australian
    population was 178 in 2001
  • ie 178 new cases of AIDS were diagnosed in
    Australia in 2001.

14
Incidence
  • There are 2 main ways incidence is reported
  • Cumulative Incidence or attack rate
  • Incidence rate or incidence density

15
Cumulative Incidence
  • Cumulative incidence (CI) is the proportion of
    people in a population who became diseased or ill
    or experienced an event during the specified
    period of time.
  • CI No. new cases of disease or events
    during time period Total population at risk at
    the beginning of the time period

16
Cumulative Incidence
  • Two assumptions when calculating Cumulative
    Incidence
  • entire population at risk has been followed from
    the beginning of the study till the end
  • all participants are at risk of the outcome of
    interest

17
Cumulative Incidence
  • Example 1
  • The daily incidence of chickenpox in first grade
    children at Booral primary school during the 1998
    epidemic was 10 new cases per 100 children.
  • If there were 200 children in the first grade,
    how many new cases would there be each day?
  • 20

18
Cumulative Incidence
  • Example 2
  • 818 women had in vitro fertilization in NSW
    during 2000
  • 80 developed a clinical pregnancy within one
    month of follow-up after the first embryo
    transfer procedure. The CI of pregnancy was??
  • CI 80/818
  • 9.8 cases per hundred women on the program

19
Attack Rate
  • Attack rate is a type of cumulative incidence
    applied to a narrowly defined population observed
    for a limited period of time, such as during an
    epidemic.
  • Attack rate
  • No new cases of illness during a specified
    time period
  • Total population at risk during that
    specified period

20
Attack Rate - Example
  • The Public Health Unit was called in to
    investigate more than 20 reports of people being
    ill with gastroenteritis after eating at a large
    restaurant in Parramatta during the first week of
    April 2002.
  • An investigation was conducted interviewing all
    patrons who ate at the restaurant during that
    week
  • They found 2000 patrons ate at the restaurant
    that week and 400 became sick.
  • What was the attack rate?
  • Attack rate 400/2000
  • 20 ill per 100 patrons

21
Incidence Rate (Incidence Density)
  • The incidence rate or incidence density is the
    number of new cases in a population divided by
    the total time units each individual in the
    population at risk was observed.
  • Incidence Rate
  • No new cases of disease/events during the
    specified time period
  • Sum of the length of time during which each
    person in the population is at risk

22
Incidence Rate - Example(Incidence Density)
  • In investigating the incidence of duodenal ulcer
    following the use of a specific drug in 14
    subjects.
  • 4 subjects started the study in Jan 1990 and all
    finished the study in Dec 1999.
  • Ten subjects joined the study in Dec1995 and
    finished the study in November 1996.
  • During the period of observation 5 people
    developed duodenal ulcer while taking the drug.

23
Incidence Rate (Incidence Density)
  • What is total length of time that persons were
    in the population is at risk (denominator)?
  • 4 X 10 years 40 years
  • 10 x 1 year 10 years
  • Total 50 person-years
  • New cases 5
  • What is the incidence rate of duodenal ulcers
    after taking the drug?
  • Incidence rate 5 / 50
  • 10 cases per 100 person-years

24
(No Transcript)
25
Incidence Rate
  • Can be presented in many different ways
  • 10 cases/1000 person-years
  • 1 case/100 person-years
  • 0.1 cases/10 person-years
  • 0.01 cases/1 person-year
  • These are all the same

26
Incidence Rate
  • In many circumstances, you can assume
  • that entry and exit from the population occurs
    evenly over the time period, or
  • you only know the average population at risk,
    an approximate incidence density rate can then be
    estimated as
  • Incidence Rate
  • No new cases of disease/events during the
    specified time period
  • (Initial population at risk final population)
    /2 in the time period

27
Mortality Rate
  • Mortality Rate the incidence of deaths from all
    causes (all cause mortality rate) for the
    Australian population in one year
  • All Cause Mortality Rate 2001
  • No. new deaths during 2001
  • Total Aust.population at risk
  • midyear 2001

28
Mortality Rate - Example
  • If there were 50,000 deaths in one year and
    20,000,000 people living in Australia what will
    be the mortality rate for Australia in that year?
  • Mortality rate 50,000/20 millio
  • 2.5 deaths per 1000 pop
  • 250 deaths per 100,000 pop

29
Mortality Rate - Example
  • Annual Mortality Rate for Lung Cancer per 1,000
    population
  • No. new deaths from lung cancer per year
  • No. of persons in the population at mid year
  • X 1,000

30
Mortality Rate - Example
  • We can place restrictions on more than one
    characteristic simultaneously eg age and cause of
    death
  • No. new deaths from leukemia per year in children
    under 10 years
  • No. of children under 10 years in the population
    at mid year
  • X 1,000
  • Note Time must be specified in a mortality rate.
  • Mortality can be calculated over 1 year, 5 years,
    or longer.

31
Case fatality rate (percent)
  • Case fatality rate
  • No of individuals dying during a specified
    period of time after disease onset or diagnosis
    X 100
  • Total number of individuals with the disease
    during that specified period

32
Case fatality rate - Example
  • Assume a population of 100,000 people of who 20
    are sick with disease X, and in 1999, 18 die
    from the disease.
  • What is the mortality rate?
  • 18/100,000 died of disease X in 1999
  • 0.018 per 1,000 pop in 1999
  • What is the case-fatality rate?
  • 18/20
  • 90 or 90 per 100 people with X

33
Prevalence
  • Prevalence is the proportion of a defined
    population with the disease/event of interest at
    a specified time period.
  • Prevalence is a snap shot of the disease
    frequency at a point in time
  • Point prevalence is the most common measure of
    prevalence
  • Prevalence is often established by
    cross-sectional surveys

34
Prevalence
  • Point Prevalence Total number of the population
    with the disease/event at a particular time
  • Total population at that time

35
Prevalence
  • An incident case becomes a prevalent case and
    remains a prevalent case until recovery or death.
  • Where a population is in a steady state,
    prevalence depends on incidence and duration of
    disease.
  • Thus prevalence of a disease may increase when
    incidence remains stable but survival of cases
    improves

36
Period Prevalence
  • Period Prevalence
  • Number of the population with the disease/event
    at any time during a specified period
  • Total population during that period

37
Factors influencing prevalence rate
38
Relationship between Incidence and Prevalence
  • In a steady-state population, prevalence depends
    on
  • incidence of the condition (as all incident cases
    become prevalence cases) and
  • duration of condition
  • The relationship can be can be expressed as
    follows
  • Point prevalence
  • Incidence density x Duration of
  • condition

39
Use of Incidence and Prevalence
  • If one wishes to look at a change in disease (eg
    studies of causality, acute conditions or events,
    outbreak investigation) ? use incidence.
  • For example Looking at the change in the
    incidence of cancer is important to know whether
    current prevention, screening and treatment
    activities are working.

40
Use of Incidence and Prevalence
  • Prevalence is used when looking at the magnitude
    of existing diseases usually chronic disease like
    diabetes where change does not occur rapidly
  • Often both measures are used

41
(No Transcript)
42
(No Transcript)
43
Diabetes Prevalence, US (CDC)
44
Trends in Diabetes Prevalence, US (CDC)
45
Comparing disease and health event rates
  • Disease and mortality rates can be used to
    compare
  • disease/mortality rates between populations
  • the same population over time.
  • When comparing rates we should be aware of the
    characteristics of the population(s) that may
    affect the rates.
  • The age and sex structure of two populations
    being examined may differ and these differences
    will affect the rates.

46
Comparing disease and health event rates
47
Australian population pyramid
48
Australian indigenous population pyramid
49
Comparison of crude death rates for indigenous
Australians and all Australians in 1995-97
  • How do the population structure of the indigenous
    Australian population and the total Australian
    population compare?

50
Comparison of crude death rates for indigenous
Australians and all Australians in 1995-97
  • Are there differences between the crude deaths
    rates for indigenous Australian compared with all
    Australians?

(AIHW, 2001)
51
Comparison of crude death rates for indigenous
Australians and all Australians in 1995-97
  • However we know
  • death is closely related to age
  • the age structure of the Indigenous population is
    very different to that of the total population
  • Therefore we need to adjust for the effect of the
    age structure to make a meaningful comparison.
  • This can be done using standardization

52
Standardization
  • There are 2 main forms of standardisation
  • Direct
  • Indirect and the calculation of standardised
    mortality ratios (SMRs)

53
Direct Standardisation
  • is used to compare large populations
  • uses a standard reference population to compare
    both populations
  • applies the age-specific disease/death rates of
    the population of interest to the standard
    population
  • allows us to compare death rates, by calculating
    what their death rates would be if the
    populations of interest had the same age
    population structure as the reference population.

54
Applying Direct Standardisation
  • Example Comparison of Death rates in NZ between
    the Maori population and the non-Maori population.

55
Steps on Direct Standardisation
  • 1. Select standard population NZ Pop. 1966 (2)
  • 2. Identify Populations of Interest Maori
    population and the non Maori Population
  • Crude death rates are 6.37 and 9.07
  • 3. Identify age groups breakdown (1)
  • 4. Calculate the age-specific death rates for
    each of the populations you wish to compare
    (Maori population and the non Maori
    Population)no. of deaths /population for the age
    group

56
Steps on Direct Standardisation
  • 5. Calculate the expected deaths for the Maori
    and non-Maori populations by multiplying the
    age-specific death rates of each of the Maori and
    non-Maori populations by the standard population
    (5) x (2) (6), (7) x (2) (8)
  • 6. Standardised death rate the population of
    interest is calculated by summing the expected
    number of deaths for that population and divide
    it by the total standard population. (d) / (a)
    (e) / (a

57
(No Transcript)
58
Indirect standardization and SMRs
  • Adjusts for differences in age by calculating the
    number of deaths expected in a population,
    based on its age structure, if it had the same
    mortality experience as a reference population.

59
Applying Indirect Standardisation
  • Example Comparison of Death rates in NZ between
    the Maori population and the non-Maori
    population.
  • 1. Select standard population NZ Pop. 1966 (2)
  • 2. Identify Populations of Interest Maori
    population and the non Maori Population
  • Crude death rates are 6.37 and 9.07
  • 3. Identify age groups breakdown (1)
  • 4. Calculate the age-specific death rates for the
    standard population

60
Applying Indirect Standardisation
  • 5. Calculate expected deaths for the Maori
    population by multiplying the age-sex specific
    rates for the reference population by the
    corresponding age-sex specific populations for
    Maori population
  • 6. Calculate total expected deaths by summing the
    expected deaths for Maori population

61
Applying Indirect Standardisation
  • 7. The Standardised Mortality Ratio (SMR) for the
    Maori population is calculated by dividing the
    actual number of deaths for Maori population by
    the expected number of deaths for Maori
    population x 100.
  • 8. Repeat 5-7 using the Non Maori population as
    the population of interest

62
Applying Indirect Standardisation
  • Note If the SMR is greater than 1.0, there were
    more deaths than expected if the ratio is less
    than 1.0, there were fewer than the expected
    number of deaths.
  • An SMR value of 1.67 indicates death rates 67
    above that of the reference group or 1.67 times
    higher than expected, whereas an SMR of 97.7
    indicates separation rates 2.3 below that of the
    reference group.
  • Standardisation- allows valid comparisons between
    populations with different age and sex structures

63
Comparison of all death rates for indigenous
Australians all Australians in 1995-97
Write a Comment
User Comments (0)
About PowerShow.com