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Measures of
Disease Frequency
Moderators:
Dr Alok Ranjan,
Assistant Professor.
Dr Purushottam Kumar,
Senior Resident
Presenter:
Dr Venkatesh Karthikeyan
JR – 1,Department of CFM
AIIMS Patna
•Basics measurements in epidemiology
•Basics requirements of measurements
•Tools of measurements
•Measures of morbidity
•Measures of disability
•Measures of mortality
Contents
Epidemiology
• The study of the occurrence and distribution
– of health related events, states and
processes – in specified populations, including
the study of determinants influencing such
processes – and application of this knowledge
to control relevant health problems.
Basic measurements in epidemiology
• Epidemiology – key focus is to measure the
morbidity and mortality
• What is required for it?
– Definition of what is to be measured
– Establishment of criteria or standards by which it
can be measured
Measurements in Epidemiology
• Measurement of morbidity
• Measurement of disability
• Measurement of mortality
• Measurement of natality
• Measurement of demographic variables
1
2
3
4
5
Validity
Reliability
Accuracy
Sensitivity
Specificity
Basic requirements of measurements
Variate vs Circumstance
• Variate – Any piece of information referring to
the patient or his disease.
– Discrete (Cancer lung +/-)
– Continuous (Blood pressure)
• Circumstance – Any factor in the environment
that might be suspected of causing a disease
• E.g: Air pollution
Rates Rati
os
Proportio
ns
Tools of Measurement
Measures of morbidity
Morbidity
- Any departure, subjective or objective,
from a state of physiological well being.
Morbidity can be measured in terms of 3 units
*Persons who were ill
*Illness that the person experienced
*Duration of the illness
Measures of morbidity
• Commonly measured aspects of morbidity
– Frequency (measured by incidence and
prevalence)
– Duration
– Severity
Measures of morbidity
Why should we measure it?
• Describe the extent and nature of disease
load in community – assist in establishing
priorities
• Provides data essential for research
• Serve as a starting point for etiological
studies, thus playing a crucial role in disease
prevention
• Monitoring and evaluation of disease control
activities
Measures of morbidity
iNcidence
• Number of New cases occurring in a defined
population during a specified period of time
• Incidence = (Number of new cases of specific
disease during a given time period/population
at risk during that period) x 1000
Measures of morbidity
Incidence
• Example:
– If 500 new cases in a population of 30,000 in a
year is present, then
• Incidence = (500/30000) * 1000
• = 16.7 per 1000 per year
• Incidence rate must include the unit of time
used in the final expression
Measures of morbidity
Incidence – Key features
• Refers only to new cases
• During a give time period
• In a specified population or population at risk
(unless other denominators are chosen)
• Uninfluenced by the duration of the disease
• Usually restricted for describing acute conditions
• It can also refer to new spells or episodes of
disease arising in a given period of time per 1000
population
Measures of morbidity
Incidence – Key features
• Same person having two spells of flu in a year
= contributes to two spells of sickness in that
year.
• Here, incidence rate is
(Number of spells of sickness starting in a
defined period/mean number of persons
exposed to risk in that period) x 1000
Measures of morbidity
Incidence – Special incidence rate
• Attack rate
– Used only when the population is exposed to risk
for a limited period of time, such as during an
epidemic
– It relates the number of cases in the population at
risk and reflects the extent of epidemic
= (Number of new cases of a specified disease
during a specified time interval/ Total population
at risk during the same interval) x 100
Measures of morbidity
Incidence – Special incidence rate
Secondary attack rate
- Number of exposed persons developing the
disease within the range of incubation period
following exposure to the primary case.
SAR = (Number of exposed persons developing
the disease within the range of the incubation
period/Total number of exposed contacts) *
100
Measures of morbidity
Incidence – Secondary attack rate
• The primary case is excluded from both the
numerator and denominator
• SAR helps us to determine whether a disease
of unknown etiology is communicable or not
• SAR helps to evaluate the effectiveness of
control measures such as isolation and
immunization
Measures of morbidity
Incidence rate - Uses
• Useful for taking action to control disease
• For research into etiology and pathogenesis,
distribution of diseases, and efficacy of
preventive and therapeutic measures
• Provides useful insights into the effectiveness
of the health services provided.
Measures of morbidity
Prevalence
• Refers specifically to all current cases (old +
new) existing at a given point in time, or over
a period of time in a given population.
• It is the total number of all individuals who
have a disease at a particular time (or period)
divided by the population at risk of having the
disease at this point in time or midway
through the period.
Measures of morbidity
Prevalence – Point prevalence
• Number of all current cases at one point of
time, in relation to a defined population.
• Point prevalence
= (Number of all current cases of a specified disease
existing at a given point of time/estimated
population at the same point in time) x 100
• In general, “Prevalence rate” denotes point
prevalence.
Measures of morbidity
Prevalence – Period prevalence
• It measures the frequency of all current cases
existing during a defined period of time
expressed in relation to defined population.
• Period prevalence
= (Number of existing cases of a specified disease
during a given period of time interval/Estimated
mid interval population at risk) *100
• It includes cases arising before but extending
into or through to the year as well as those cases
arising during the year
Measures of morbidity
Prevalence – Period prevalence
Measures of morbidity
Uses of Prevalence
• Helps to estimate the magnitude of the
disease problem in the community
• Useful for administrative and planning
purposes
Measures of morbidity
Relationship between prevalence and Incidence
• Prevalence = Incidence x Duration
• Eg;
Incidence = 10 cases/1000 population/year
Mean duration of disease = 5 years
Prevalence = 10 x 5 = 50 per 1000 population
• Similarly,
Incidence = Prevalence / Duration
Duration = Prevalence / Incidence
Prevalence = Photograph Incidence = Videograph
Measures of morbidity
Incidence and Prevalence
• Duration reflects the prognostic factors
• Incidence reflects the causal factors
Quality of Life
• Most diseases have a major impact on the afflicted
individuals above and beyond mortality – may not
be lethal, but may be associated with considerable
physical and emotional suffering resulting from the
associated disability.
• Example : Arthritis
• Hence measuring quality of life and developing
valid indices that are useful for obtaining
comparative data in different patients and different
population is essential
Disability rates
• In recent years, disability rates related to
illness have come into use to supplement
mortality and morbidity indicators.
• They are based on the notion that health
implies full range of daily activities.
Disability rates
• Event type indicators
– Number of days of restricted activity
– Bed disability days
– Work-loss days within a specific period
• Person type indicators
– Limitation of mobility (e.g. Bedridden)
– Limitation of activity (daily activity/major activity)
Health Adjusted Life Expectancy
(HALE)
• It is an indicator used to measure healthy life
expectancy
• Earlier it was called Disability – Adjusted life
expectancy (DALE)
• HALE is based on life expectancy at birth, but
includes adjustment for time spent in poor
health.
• It is the equivalent number of years in full health
that a newborn can expect to live based on
current rates of ill-health and mortality.
Quality – Adjusted life years
• QALY is a measure of disease burden
(including quality and quantity of life lived)
• Used in assessing the value for money of a
medical intervention
• It is based on the number of years of life that
would be added by intervention.
QALY (Contd.)
• Each year in perfect health is assigned a value
of 1.0 down to a value of 0.0 for death, i.e.
• 1 QALY (1 year of life x 1 utility value = 1
QALY) is a year of life lived in perfect health.
• Half a year lived in perfect health is equivalent
to 0.5 QALY (1 year x 0.5 utility value)
Disability free life expectancy (DFLE)
• DFLE is synonymous to active life expectancy
• It is the average number of years an individual
is expected to live free of disability – if
current pattern of mortality and disability
continue to apply
Disability – adjusted life years
• DALY is a measure of overall disease burden
• Expressed as number of years lost due to ill –
health, disability or early death
• DALY = Years of lost life + Years lost to disability
• 1 DALY = One year of healthy life lost
DALY
• Years of lost life is calculated from the number
of deaths at each age multiplied by the
expected remaining years of life according to
a global standard life expectancy.
• Years lost to disability – Number of incident
cases due to injury and illness is multiplied by
the average duration of the disease and a
weighting factor reflecting the severity of the
disease.
Measurement of mortality
• Crude death rate
• Specific death rate
• Case fatality rate
• Proportional mortality rate
• Survival rate
• Adjusted or standardized rates
Measures of mortality
• Mortality data provide starting point for many
epidemiological studies
• Relatively easy to obtain
• Reasonably accurate in many countries
• Major resource for epidemiologist
Limitations of mortality data
• Incomplete reporting of deaths
• Lack of accuracy
– Age
– Cause of death (due to lack of diagnostic
evidence, inexperience of doctor, absence of post
mortem)
• Lack of uniformity
• Choosing single Cause of Death
• Changing coding systems
Why do we need mortality data
• For explaining trends and differentials in
overall mortality
• Indicating priorities for health action
• Allocation of resources
• Designing intervention programs
• Assessment and monitoring of public health
problems and programs
• Important clue for epidemiological research
Measurement of mortality
Crude Death rate
• (Number of deaths from all causes during the
year/Mid year population) x 1000
• Why it is important?
– Shows the composition of population
– Shows the age specific death rates (reflects the
probability of dying)
Measurement of mortality
Crude Death rate
• Disadvantage
– Lack comparability for communities with
populations that differ by age, sex, race, etc.
❑However, CDR should always be examined first
and later the age specific death rate should be
measured – CDR has the ability to portray an
impression in single figure.
Measures of mortality
Specific death rates
• Why it is needed?
– Helps us to identify at-risk groups : for preventive
action
– Permit comparison between different causes
within the same population
Measures of mortality
Specific death rates
• Cause or disease specific
– E.g: (Number of deaths from tuberculosis during a
calendar year/Mid year population) x 1000
• Related to specific groups
– E.g: (Number of deaths among males during a
calendar year/Mid year population of males) x
1000
Measures of mortality
Case fatality Rate
CFR = (Total number of deaths due to a
particular disease/Total number of cases due
to the same disease) x 100
• Denotes the Killing power of the disease
Measures of mortality
Case fatality Rate
• It is a proportion
• Typically used in acute infectious diseases like
cholera
• Usefulness in chronic disease is limited
(period from onset to death is long and
variable)
Measures of mortality
Proportional mortality rate
PMR = (Number of deaths from the specific
disease in a year/Total deaths from all causes
in that year) x 100
Under 5 PMR = (Number of deaths under 5
years of age in the given year/Total number
of deaths during the same period) x 100
Measures of mortality
Proportional mortality rate
• Does not indicate the risk of members of the
population contracting/dying from the
disease.
• Used when population data is not available
• Limited value in making comparisons between
population groups or different time periods
Measures of mortality
Survival rate
• Proportion of survivors in a group studied and
followed over a period
• Survival rate = (Total number of patients alive
after 5 years/Total number of patients
diagnosed or treated) x 100
Measures of mortality
Survival rate
• It is a method of describing prognosis
• Can be used as a yardstick for assessment of
standards of therapy
• Specially used in cancer studies
Measures of mortality
Adjusted or standardized rates
• Standardization removes the confounding
effect of different age structures
• Yields a single standardized or adjusted rate
• by which the mortality experience can be
compared directly
• Adjustment can be made not only for age, but
also sex, race, parity, etc.
Measures of mortality - Standardized rates
Direct standardization
(446/53500) x 1000
(60/4000)x1000
Measures of mortality - Standardized rates
Direct standardization
• First step – Choose a Standard population
• It is one for which the numbers in each age
and sex group are known
• It can be created by combining two
populations
Measures of mortality - Standardized rates
Direct standardization
• Second step – Apply to the standard population, the age
specific rates of the population whose crude death rate is to
be adjusted or standardized 🡪
• As a result, for each age group, an “expected” number of
deaths in the standard population is obtained 🡪
• These are added together from all age groups to give the total
expected deaths
• The final operation is to divide the “expected” total number
of deaths by the total of the standard population, which
yields the standardized or age – adjusted rate.
Measures of mortality - Standardized rates
Direct standardization
---------------
Measures of mortality - Standardized rates
Direct standardization
• “Standardizing” for age distribution has
reduced the crude death rate from 8.3 to 6.56
• Standardized rates have been calculated so
that they can be compared between
themselves – they have no intrinsic meaning
other than this purpose.
Measures of mortality - Standardized rates
Indirect age standardization
• Standardized Mortality Ratio
• Life table
• Regression techniques
• Multivariate analysis
Measures of mortality - Standardized rates - Indirect age standardization
Standardized Mortality Ratio
• It is a ratio of the total number of deaths that
occur in the study group - to the number of
deaths that would have been expected to
occur - if that study group had experienced
the death rates of a standard population.
• SMR = (Observed deaths/Expected deaths) x 100
Measures of mortality - Standardized rates - Indirect age standardization
Standardized Mortality Ratio
• It gives a measure of the likely excess risk of
mortality due to occupation
• If SMR is >100, then the particular occupation
would appear to carry greater mortality risk
than that of the whole population – and the
vice versa
Measures of mortality - Standardized rates - Indirect age standardization
Standardized Mortality Ratio
Measures of mortality - Standardized rates - Indirect age standardization
Why SMR?
• SMR has the advantage over the direct
method of age adjustment in that it permits
adjustment for age and other factors, where
age specific rates are not available or
unstable because of small numbers.
• It is possible to use SMR if the event of
interest is occurrence of disease , rather than
death.
Interpreting observed changes in mortality
Summary
• Basics measurements in epidemiology
• Basics requirements of measurements
• Tools of measurements
• Measures of morbidity
• Measures of disability
• Measures of mortality
References:
• Park’s textbook of Preventive and Social Medicine – 26th
edition
• Gordis Epidemiology – Sixth edition
Thank You!

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Measures of disease frequency

  • 1. Measures of Disease Frequency Moderators: Dr Alok Ranjan, Assistant Professor. Dr Purushottam Kumar, Senior Resident Presenter: Dr Venkatesh Karthikeyan JR – 1,Department of CFM AIIMS Patna
  • 2. •Basics measurements in epidemiology •Basics requirements of measurements •Tools of measurements •Measures of morbidity •Measures of disability •Measures of mortality Contents
  • 3. Epidemiology • The study of the occurrence and distribution – of health related events, states and processes – in specified populations, including the study of determinants influencing such processes – and application of this knowledge to control relevant health problems.
  • 4. Basic measurements in epidemiology • Epidemiology – key focus is to measure the morbidity and mortality • What is required for it? – Definition of what is to be measured – Establishment of criteria or standards by which it can be measured
  • 5. Measurements in Epidemiology • Measurement of morbidity • Measurement of disability • Measurement of mortality • Measurement of natality • Measurement of demographic variables
  • 7. Variate vs Circumstance • Variate – Any piece of information referring to the patient or his disease. – Discrete (Cancer lung +/-) – Continuous (Blood pressure) • Circumstance – Any factor in the environment that might be suspected of causing a disease • E.g: Air pollution
  • 9. Measures of morbidity Morbidity - Any departure, subjective or objective, from a state of physiological well being. Morbidity can be measured in terms of 3 units *Persons who were ill *Illness that the person experienced *Duration of the illness
  • 10. Measures of morbidity • Commonly measured aspects of morbidity – Frequency (measured by incidence and prevalence) – Duration – Severity
  • 11. Measures of morbidity Why should we measure it? • Describe the extent and nature of disease load in community – assist in establishing priorities • Provides data essential for research • Serve as a starting point for etiological studies, thus playing a crucial role in disease prevention • Monitoring and evaluation of disease control activities
  • 12. Measures of morbidity iNcidence • Number of New cases occurring in a defined population during a specified period of time • Incidence = (Number of new cases of specific disease during a given time period/population at risk during that period) x 1000
  • 13. Measures of morbidity Incidence • Example: – If 500 new cases in a population of 30,000 in a year is present, then • Incidence = (500/30000) * 1000 • = 16.7 per 1000 per year • Incidence rate must include the unit of time used in the final expression
  • 14. Measures of morbidity Incidence – Key features • Refers only to new cases • During a give time period • In a specified population or population at risk (unless other denominators are chosen) • Uninfluenced by the duration of the disease • Usually restricted for describing acute conditions • It can also refer to new spells or episodes of disease arising in a given period of time per 1000 population
  • 15. Measures of morbidity Incidence – Key features • Same person having two spells of flu in a year = contributes to two spells of sickness in that year. • Here, incidence rate is (Number of spells of sickness starting in a defined period/mean number of persons exposed to risk in that period) x 1000
  • 16. Measures of morbidity Incidence – Special incidence rate • Attack rate – Used only when the population is exposed to risk for a limited period of time, such as during an epidemic – It relates the number of cases in the population at risk and reflects the extent of epidemic = (Number of new cases of a specified disease during a specified time interval/ Total population at risk during the same interval) x 100
  • 17. Measures of morbidity Incidence – Special incidence rate Secondary attack rate - Number of exposed persons developing the disease within the range of incubation period following exposure to the primary case. SAR = (Number of exposed persons developing the disease within the range of the incubation period/Total number of exposed contacts) * 100
  • 18. Measures of morbidity Incidence – Secondary attack rate • The primary case is excluded from both the numerator and denominator • SAR helps us to determine whether a disease of unknown etiology is communicable or not • SAR helps to evaluate the effectiveness of control measures such as isolation and immunization
  • 19. Measures of morbidity Incidence rate - Uses • Useful for taking action to control disease • For research into etiology and pathogenesis, distribution of diseases, and efficacy of preventive and therapeutic measures • Provides useful insights into the effectiveness of the health services provided.
  • 20. Measures of morbidity Prevalence • Refers specifically to all current cases (old + new) existing at a given point in time, or over a period of time in a given population. • It is the total number of all individuals who have a disease at a particular time (or period) divided by the population at risk of having the disease at this point in time or midway through the period.
  • 21. Measures of morbidity Prevalence – Point prevalence • Number of all current cases at one point of time, in relation to a defined population. • Point prevalence = (Number of all current cases of a specified disease existing at a given point of time/estimated population at the same point in time) x 100 • In general, “Prevalence rate” denotes point prevalence.
  • 22. Measures of morbidity Prevalence – Period prevalence • It measures the frequency of all current cases existing during a defined period of time expressed in relation to defined population. • Period prevalence = (Number of existing cases of a specified disease during a given period of time interval/Estimated mid interval population at risk) *100 • It includes cases arising before but extending into or through to the year as well as those cases arising during the year
  • 23. Measures of morbidity Prevalence – Period prevalence
  • 24. Measures of morbidity Uses of Prevalence • Helps to estimate the magnitude of the disease problem in the community • Useful for administrative and planning purposes
  • 25. Measures of morbidity Relationship between prevalence and Incidence • Prevalence = Incidence x Duration • Eg; Incidence = 10 cases/1000 population/year Mean duration of disease = 5 years Prevalence = 10 x 5 = 50 per 1000 population • Similarly, Incidence = Prevalence / Duration Duration = Prevalence / Incidence
  • 26. Prevalence = Photograph Incidence = Videograph
  • 27. Measures of morbidity Incidence and Prevalence • Duration reflects the prognostic factors • Incidence reflects the causal factors
  • 28. Quality of Life • Most diseases have a major impact on the afflicted individuals above and beyond mortality – may not be lethal, but may be associated with considerable physical and emotional suffering resulting from the associated disability. • Example : Arthritis • Hence measuring quality of life and developing valid indices that are useful for obtaining comparative data in different patients and different population is essential
  • 29. Disability rates • In recent years, disability rates related to illness have come into use to supplement mortality and morbidity indicators. • They are based on the notion that health implies full range of daily activities.
  • 30. Disability rates • Event type indicators – Number of days of restricted activity – Bed disability days – Work-loss days within a specific period • Person type indicators – Limitation of mobility (e.g. Bedridden) – Limitation of activity (daily activity/major activity)
  • 31. Health Adjusted Life Expectancy (HALE) • It is an indicator used to measure healthy life expectancy • Earlier it was called Disability – Adjusted life expectancy (DALE) • HALE is based on life expectancy at birth, but includes adjustment for time spent in poor health. • It is the equivalent number of years in full health that a newborn can expect to live based on current rates of ill-health and mortality.
  • 32. Quality – Adjusted life years • QALY is a measure of disease burden (including quality and quantity of life lived) • Used in assessing the value for money of a medical intervention • It is based on the number of years of life that would be added by intervention.
  • 33. QALY (Contd.) • Each year in perfect health is assigned a value of 1.0 down to a value of 0.0 for death, i.e. • 1 QALY (1 year of life x 1 utility value = 1 QALY) is a year of life lived in perfect health. • Half a year lived in perfect health is equivalent to 0.5 QALY (1 year x 0.5 utility value)
  • 34. Disability free life expectancy (DFLE) • DFLE is synonymous to active life expectancy • It is the average number of years an individual is expected to live free of disability – if current pattern of mortality and disability continue to apply
  • 35. Disability – adjusted life years • DALY is a measure of overall disease burden • Expressed as number of years lost due to ill – health, disability or early death • DALY = Years of lost life + Years lost to disability • 1 DALY = One year of healthy life lost
  • 36. DALY • Years of lost life is calculated from the number of deaths at each age multiplied by the expected remaining years of life according to a global standard life expectancy. • Years lost to disability – Number of incident cases due to injury and illness is multiplied by the average duration of the disease and a weighting factor reflecting the severity of the disease.
  • 37.
  • 38. Measurement of mortality • Crude death rate • Specific death rate • Case fatality rate • Proportional mortality rate • Survival rate • Adjusted or standardized rates
  • 39. Measures of mortality • Mortality data provide starting point for many epidemiological studies • Relatively easy to obtain • Reasonably accurate in many countries • Major resource for epidemiologist
  • 40. Limitations of mortality data • Incomplete reporting of deaths • Lack of accuracy – Age – Cause of death (due to lack of diagnostic evidence, inexperience of doctor, absence of post mortem) • Lack of uniformity • Choosing single Cause of Death • Changing coding systems
  • 41. Why do we need mortality data • For explaining trends and differentials in overall mortality • Indicating priorities for health action • Allocation of resources • Designing intervention programs • Assessment and monitoring of public health problems and programs • Important clue for epidemiological research
  • 42. Measurement of mortality Crude Death rate • (Number of deaths from all causes during the year/Mid year population) x 1000 • Why it is important? – Shows the composition of population – Shows the age specific death rates (reflects the probability of dying)
  • 43. Measurement of mortality Crude Death rate • Disadvantage – Lack comparability for communities with populations that differ by age, sex, race, etc. ❑However, CDR should always be examined first and later the age specific death rate should be measured – CDR has the ability to portray an impression in single figure.
  • 44. Measures of mortality Specific death rates • Why it is needed? – Helps us to identify at-risk groups : for preventive action – Permit comparison between different causes within the same population
  • 45. Measures of mortality Specific death rates • Cause or disease specific – E.g: (Number of deaths from tuberculosis during a calendar year/Mid year population) x 1000 • Related to specific groups – E.g: (Number of deaths among males during a calendar year/Mid year population of males) x 1000
  • 46. Measures of mortality Case fatality Rate CFR = (Total number of deaths due to a particular disease/Total number of cases due to the same disease) x 100 • Denotes the Killing power of the disease
  • 47. Measures of mortality Case fatality Rate • It is a proportion • Typically used in acute infectious diseases like cholera • Usefulness in chronic disease is limited (period from onset to death is long and variable)
  • 48. Measures of mortality Proportional mortality rate PMR = (Number of deaths from the specific disease in a year/Total deaths from all causes in that year) x 100 Under 5 PMR = (Number of deaths under 5 years of age in the given year/Total number of deaths during the same period) x 100
  • 49. Measures of mortality Proportional mortality rate • Does not indicate the risk of members of the population contracting/dying from the disease. • Used when population data is not available • Limited value in making comparisons between population groups or different time periods
  • 50. Measures of mortality Survival rate • Proportion of survivors in a group studied and followed over a period • Survival rate = (Total number of patients alive after 5 years/Total number of patients diagnosed or treated) x 100
  • 51. Measures of mortality Survival rate • It is a method of describing prognosis • Can be used as a yardstick for assessment of standards of therapy • Specially used in cancer studies
  • 52. Measures of mortality Adjusted or standardized rates • Standardization removes the confounding effect of different age structures • Yields a single standardized or adjusted rate • by which the mortality experience can be compared directly • Adjustment can be made not only for age, but also sex, race, parity, etc.
  • 53. Measures of mortality - Standardized rates Direct standardization (446/53500) x 1000 (60/4000)x1000
  • 54. Measures of mortality - Standardized rates Direct standardization • First step – Choose a Standard population • It is one for which the numbers in each age and sex group are known • It can be created by combining two populations
  • 55. Measures of mortality - Standardized rates Direct standardization • Second step – Apply to the standard population, the age specific rates of the population whose crude death rate is to be adjusted or standardized 🡪 • As a result, for each age group, an “expected” number of deaths in the standard population is obtained 🡪 • These are added together from all age groups to give the total expected deaths • The final operation is to divide the “expected” total number of deaths by the total of the standard population, which yields the standardized or age – adjusted rate.
  • 56. Measures of mortality - Standardized rates Direct standardization ---------------
  • 57. Measures of mortality - Standardized rates Direct standardization • “Standardizing” for age distribution has reduced the crude death rate from 8.3 to 6.56 • Standardized rates have been calculated so that they can be compared between themselves – they have no intrinsic meaning other than this purpose.
  • 58. Measures of mortality - Standardized rates Indirect age standardization • Standardized Mortality Ratio • Life table • Regression techniques • Multivariate analysis
  • 59. Measures of mortality - Standardized rates - Indirect age standardization Standardized Mortality Ratio • It is a ratio of the total number of deaths that occur in the study group - to the number of deaths that would have been expected to occur - if that study group had experienced the death rates of a standard population. • SMR = (Observed deaths/Expected deaths) x 100
  • 60. Measures of mortality - Standardized rates - Indirect age standardization Standardized Mortality Ratio • It gives a measure of the likely excess risk of mortality due to occupation • If SMR is >100, then the particular occupation would appear to carry greater mortality risk than that of the whole population – and the vice versa
  • 61. Measures of mortality - Standardized rates - Indirect age standardization Standardized Mortality Ratio
  • 62. Measures of mortality - Standardized rates - Indirect age standardization Why SMR? • SMR has the advantage over the direct method of age adjustment in that it permits adjustment for age and other factors, where age specific rates are not available or unstable because of small numbers. • It is possible to use SMR if the event of interest is occurrence of disease , rather than death.
  • 64. Summary • Basics measurements in epidemiology • Basics requirements of measurements • Tools of measurements • Measures of morbidity • Measures of disability • Measures of mortality References: • Park’s textbook of Preventive and Social Medicine – 26th edition • Gordis Epidemiology – Sixth edition