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Descriptive Epidemiology

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1 Descriptive Epidemiology
Dr. KANUPRIYA CHATURVEDI

2 How we view the world….. Pessimist: The glass is half empty.
Optimist: The glass is half full. Epidemiologist: As compared to what?

3 Epidemiology is...

4 Epidemiology is... "The worst taught course in Medical school."
Medical Student

5 Epidemiology is... "The science of making the obvious obscure."
Clinical Professor

6 Epidemiology is... "The science of long division....
I'=[(480)(log2)(10E6)]/[(9.1)(0.955po)+0.45n]" Statistician

7 Definition of Epidemiology*
"The STUDY of the DISTRIBUTION and DETERMINANTS of HEALTH-RELATED STATES in specified POPULATIONS, and the application of this study to CONTROL of health problems." *Last, J.M A Dictionary of Epidemiology, 2nd ed.

8 Epidemiology: Definition
Dynamic study of the Determinants Occurrence Distribution Control Pattern Of health and disease in a population

9 Epidemiology EPI DEMO LOGOS
Upon,on,befall People,population,man the Study of The study of anything that happens to people “That which befalls man”

10 Definition of Epidemiology
A quantitative basic science, built on a working knowledge of probability, statistics and sound research methods. A method of causal reasoning, based on developing and testing biologically plausible hypothesis pertaining to occurrence and prevention of morbidity and mortality. A tool for public health action to promote and protect the public's health based on science, causal reasoning, and a dose of practical common sense.

11 Epidemiology is a Quantitative Discipline
Measures of frequency Counts and rates Measures of association Relative risk Odds ratio Statistical inference P-value Confidence limits

12 Clinician Epidemiologist
Patient’s diagnostician Investigations Diagnosis Therapy Cure Community’s diagnostician Investigations Predict trend Control Prevention

13 Epidemiology Describes health events cause and risk factors of disease
clinical pattern of disease Identify syndromes Identify control and/or preventive measures

14 So, Epidemiology Is the basic science of public health
Provides insight regarding the nature, causes, and extent of health and disease Provides information needed to plan and target resources appropriately

15 Descriptive Analytic Experimental Kinds of Epidemiology
Study of the occurrence and distribution of disease Further studies to determine the validity of a hypothesis concerning the occurrence of disease. Deliberate manipulation of the cause is predictably followed by an alteration in the effect not due to chance

16 Overview of epidemiologic design strategies
Descriptive Populations{Correlational studies} Individual Case report Case series Cross sectional studies Analytic studies Observational Case control Cohort Retrospective Prospective Interventional/Experimental Randomized controlled trial Field trial Clinical trial

17 Descriptive vs. Analytic Epidemiology
Used when little is known about the disease Rely on preexisting data Who, where, when Illustrates potential associations Analytic Used when insight about various aspects of disease is available Rely on development of new data Why Evaluates the causality of associations Both are important!

18 Descriptive Studies Relatively inexpensive and less time-consuming than analytic studies, they describe, Patterns of disease occurrence, in terms of, Who gets sick and/or who does not Where rates are highest and lowest Temporal patterns of disease Data provided are useful for, Public health administrators (for allocation of resources) Epidemiologists (first step in risk factor determination)

19 Descriptive Epidemiology
Correlational studies Case reports Case series Cross sectional studies

20 Correlational Studies (Ecological Studies)
Uses measures that represent characteristics of entire populations It describes outcomes in relation to age, time, utilization of services, or exposures ADVANTAGES We can generate hypotheses for case-control studies and environmental studies We can target high-risk populations, time-periods, or geographic regions for future studies

21 Correlational Studies
LIMITATIONS Because data are for groups, we cannot link disease and exposure in individual We cannot control for potential confounders Data represent average exposures rather than individual exposures, so we cannot determine a dose-response relationship Caution must be taken to avoid drawing inappropriate conclusions, or ecological fallacy

22 Patterns of disease Occurrence : Correlation of Population statistics
Ecologic ( correlation ) studies Used as first step in determining association plot : disease (population) burden [ Y axis ] vs. prevalence of “risk factor” [ X axis ] e.g. smoking vs. lung cancer -- correlation coefficient : r ; + 1 to -1 Quantifies linear relationship between exposure & disease

23 Case Reports (case series)
Report of a single individual or a group of individuals with the same diagnosis Advantages We can aggregate cases from disparate sources to generate hypotheses and describe new syndromes Example: hepatitis, AIDS Limitations We cannot test for statistical association because there is no relevant comparison group Based on individual exposure {may simply be coincidental}

24 Case report/Case series(contd.)
Important interface between clinical medicine & epidemiology Most common type of studies published in medical journals{1/3rd of all} e.g. Frisbee finger , break dancing neck AIDS ~ b/w oct1980-may81, 5 cases of P.carinii pneumonia were diagnosed among previously healthy young homosexual males in L.A.

25 Cross-Sectional Studies (prevalence studies)
Measures disease and exposure simultaneously in a well-defined population Advantages They cut across the general population, not simply those seeking medical care Good for identifying prevalence of common outcomes, such as arthritis, blood pressure or allergies Limitations Cannot determine whether exposure preceded disease It considers prevalent rather than incident cases, results will be influenced by survival factors Remember: P = I x D

26 Cross-Sectional Studies
Can be used as a type of analytic study for testing hypothesis, when; Current values of exposure variables are unalterable over time Represents value present at initiation of disease E.g. eye colour or blood group If risk factor is subject to alterations by disease, only hypothesis formulation can be done

27 The epidemiologic approach: Steps to public health action
DESCRIPTIVE What (case definition) Who (person) Where (place) When (time) How many (measures) ANALYTIC Why (Causes) How (Causes) MEASURES Counts Times Rates Risks/Odds Prevalence METHODS Design Conduct Analysis Interpretation ALTERNATIVE EXPLANATIONS Chance Bias Confounding INFERENCES Epidemiologic Causal ACTION Behavioural Clinical Community Environmental

28 Key questions Why now? Why here? Why in this group?

29 Descriptive Epidemiology
Study of the occurrence and distribution of disease Terms: Time Place Person

30 What are the three categories of descriptive epidemiologic clues?
□ Person: Who is getting sick? □ Place: Where is the sickness occurring? □ Time: When is the sickness occurring? PPT = person, place, time

31 Time Secular Periodic Seasonal Epidemic

32 Secular Trend The long-time trend of disease occurrence

33 Tetanus – by year, USA, During 2000, a total of 35 cases of tetanus were reported. The percentage of cases among persons aged years Has increased in the last decade. Note: A tetanus vaccine was first available in 1933.

34 Possible Reasons for Changes in Trends
Artifactual Errors in numerator due to Changes in the recognition of disease Changes in the rules and procedures for classification of causes of death Changes in the classification code of causes of death Changes in accuracy of reporting age at death Errors in the denominator due to error in the enumeration of the population

35 Possible Reasons for Changes in Trends (cont.)
Real Changes in age distribution of the population Changes in survivorship Changes in incidence of disease resulting from Genetic factors Environmental factors

36 Other phrases Cyclic trends ~ recurrent alterations in occurrence , interval or frequency of disease Secular cyclicity Levels of immunizations Build up of susceptibles e.g. Hep A-7 yr cycle,Measles-2yr cycle Short term cyclicity Chickenpox,salmonella(yearly basis)

37 Periodic Trend Temporal interruption of the general trend of secular variation

38 Whooping Cough - Four-monthly admissions, 1954-1973

39 Seasonal A cyclic variation in disease frequency by time of year & season. Seasonal fluctuations in, Environmental factors Occupational activities Recreational activities

40 Pneumonia-Influenza Deaths – By year, 1934-1980
Seasonal Trend Pneumonia-Influenza Deaths – By year,

41 Epidemic An increase in incidence above the expected in a defined geographic area within a defined time period

42 Endemic, Epidemic and Pandemic
Endemic - The habitual presence (or usual occurrence) of a disease within a given geographic area Epidemic - The occurrence of an infectious disease clearly in excess of normal expectancy, and generated from a common or propagated source Pandemic - A worldwide epidemic affecting an exceptionally high proportion of the global population Number of Cases of Disease Time

43 Time clustering Time Place Cluster/disease cluster
A group of cases occur close together & have a well aligned distribution pattern {in terms of time and place} Cluster analysis-used for rare or special disease events.

44 Time/Place clustering analysis using the Poisson model {Poisson spatial/nearest neighbor distribution} Poisson probability distribution is an inferential statistics probability measure. Describes objects/events as they are distributed geographically. Geographical area divided into a series of equal square areas. Randomization i.e. each case has equal probability of falling into each square. If clustering occurs, probability of cause-effect relationship goes up & vice versa.

45 Place Geographic Area Example Action Level Investigation
Control Prevention Home – Patient ill Restaurant – Food Eaten Farm – Eggs Infected Diagnosis is Made Contact occurred between agent and host Source became infected

46

47 Person Age Hobbies Sex Pets Occupation Travel
Immunization status Personal Habits Underlying disease Stress Medication Family unit Nutritional status School Socioeconomic factors Genetics Crowding Religion

48 Descriptive epidemiology : Patterns of Disease Occurrence
distribution of disease in populations numerator ( “event” count ) / denominator ( group “at risk” ) by “person” : age , race / ethnicity , gender , occupation , education , marital status , genetic marker , sexual preference by “place” : residence (urban vs. rural) , worksite , social event by “time” : week , month , year ; sporadic , seasonal , trends --- incubation period ; latency

49 Sources of information
Census data Vital statistical records Employment health examinations Clinical records from hospitals National figures on food consumption , medications, health events etc

50 Epidemiologic ( scientific ) Approach
1. Identify a PROBLEM : clinical suspicion ; case series ; review of medical literature 2. Formulate a HYPOTHESIS ( asking the right question ) ; good hypotheses are: Specific, Measurable, and Plausible 3. TEST that HYPOTHESIS ( assumptions vs. type of data ) 4. always Question the VALIDITY of the result(s) : Chance ; Bias ; and Causality

51 Epidemiologic Study: threats to Validity
Chance : role of random error in outcome measure(s) ( p - value ; power of the study and the confidence interval ) --- largely determined by sample size Bias : role of systematic error in outcome measure(s) Selection bias - subjects not representative Information bias - error(s) in subject data / classification Confounding - 3rd variable (causal) assoc. w/ both X and Y

52 What is a hypothesis? An educated guess an unproven idea
based on observation or reasoning, that can be proven or disproven through investigation.

53 What goes into a hypothesis?
Characteristics of the disease The illness Established modes of transmission Distribution In time By place By person

54 Hypothesis formulation
4 methods {derived from 5 canons of inductive reasoning by John Stuart Mill} Method of difference Method of agreement Method of concomitant variation Method of analogy

55 Measures Morbidity: Refers to the presence of disease in a population
Mortality: Refers to the occurrence of death in a population

56 Methods for Measuring How do we determine disease frequency for a population? Rate = Frequency of defined events in specified population for given time period Rates allow comparisons between two or more populations of different sizes or of a population over time

57 Compute Disease Rate Number of persons at risk = 5,595,211
Number of persons with disease = 17,382 Rate = 17,382 persons with heart disease 5,595,211 persons = heart disease / resident / year

58 Rates Rates are usually expressed as integers and decimals for populations at risk during specified periods to make comparisons easier. heart disease / resident / year x 100,000 = heart disease / 100,000 residents / year

59 Prevalence vs. Incidence
Prevalence is the number of existing cases of disease in the population during a defined period. Incidence is the number of new cases of disease that develop in the population during a defined period.

60 Incidence Incidence rate is a measure of the probability of the event among persons at risk.

61 Incidence Rates Population denominator:
IR = # new cases during time period X K specified population at risk

62 Example (Incidence Rate)
During a six-month time period, a total of 53 nosocomial infections were recorded by an infection control nurse at a community hospital. During this time, there were 832 patients with a total of 1,290 patient days. What is the rate of nosocomial infections per 100 patient days?

63 Mortality Rates A special type of incidence rate
Number of deaths occurring in a specified population in a given time period

64 Use of Mortality rates Mortality rates are used to estimate disease frequency when… incidence data are not available, case-fatality rates are high, goal is to reduce mortality among screened or targeted populations

65 Mortality Rates: Examples
Crude mortality: death rate in an entire population Rates can also be calculated for sub-groups within the population Cause-specific mortality: rate at which deaths occur for a specific cause

66 Mortality Rates: Examples
Case-fatality: Rate at which deaths occur from a disease among those with the disease Maternal mortality: Ratio of death from childbearing for a given time period per number of live births during same time period

67 Mortality Rates: Examples
Infant mortality: Rate of death for children less than 1 year per number of live births Neonatal mortality: Rate of death for children less than 28 days of age per number of live births

68 Prevalence Prevalence: Existing cases in a specified population during a specified time period (both new and ongoing cases) Prevalence is a measure of burden of disease or health problem in a population

69 Prevalence Prevalence: The number of existing cases in the population during a given time period. PR = # existing cases during time period population at same point in time Prevalence rates are often expressed as a percentage.

70 Factors Influencing Prevalence
Decreased by: Shorter duration of disease High case-fatality rate from disease Decrease in new cases (decrease in incidence) In-migration of healthy people Out-migration of cases Improved cure rate of cases Increased by: Longer duration of the disease Prolongation of life of patients without cure Increase in new cases (increase in incidence) In-migration of cases Out-migration of healthy people In-migration of susceptible people Improved diagnostic facilities (better reporting)

71 Basic Measures of Association
Relative risk& odds ratio We often need to know the relationship between an outcome and certain factors (e.g., age, sex, race, smoking status, etc.) Used to guide planning and intervention strategies

72 2 x 2 contingency table for Calculation of Measures of Association
Outcome  Exposure Present Absent TOTAL a b a+b c d c+d a+c b+d a+b+c+d Note: “Exposure” is a broad term that represents any factor that may be related to an outcome.

73 Relative Risk Ratio of the incidence rates between two groups
Can only be calculated from prospective studies (cohort studies) Interpretation RR > 1: Increased risk of outcome among “exposed” group RR < 1: Decreased risk, or protective effects, among “exposed” group RR = 1: No association between exposure and outcome

74 Calculation of Relative Risk
incidence rate among exposed RR = incidence rate among non-exposed

75 Calculation of Relative Risk
Outcome  Exposure Present Absent TOTAL a b a+b c d c+d a+c b+d a+b+c+d Relative Risk =

76 Relative Risk Case Study
Smoking and low birth weight Birth Weight Smoking status <2500 g >2500 g TOTAL Smoker 120 240 360 Non-smoker 60 580 640 180 820 1000

77 Answers to Relative Risk Case Study
1. Incidence of LBW among smokers 2. Incidence of LBW among non-smokers 3. Relative risk for having a LBW baby among smokers versus non-smokers

78 Understanding Probability and Odds
Probability: Chance or risk of an event occurring (a proportion) Probability= no. of times an event occurs no. of times an event can occur Odds: ratio of the probability of an event occurring to the probability of an event not occurring Odds = P/(1-P)

79 Calculation of Odds Ratio
Outcome  Exposure Present Absent TOTAL a b a+b c d c+d a+c b+d a+b+c+d Odds Ratio =

80 Odds Ratio The odds ratio (OR) is a ratio of two odds.
The OR can be calculated for all three study designs Cross-sectional Case-control Cohort.

81 Various approaches to Odds ratio
Cross product/odds ratio 2 x 2 contingency table (ad/bc) Prevalence odds ratio cross sectional studies Exposure odds ratio( odds of exposure in diseased vs. nondiseased) In rare cases or exotic diseases Disease odds/Rate odds ratio(odds of getting a disease if exposed or unexposed) Cohort & cross sectional Risk odds ratio Cross sectional ,cohort & case control

82 Odds Ratio For cohort & cross sectional studies: OR is a ratio of the odds of the outcome in exposed persons to the odds of the outcome in non-exposed persons. For case-control studies: OR is a ratio of the odds of exposure in cases to the odds of exposure in controls. Provides an estimate of the relative risk when the outcome is rare

83 Interpretation of Odds Ratio
OR > 1: Increased odds of exposure among those with outcome OR < 1: Decreased odds, or protective effects, among those with outcome OR = 1: No association between exposure and outcome

84 Keeping the Terms Straight
“Risk ratio” = “relative risk” “Relative odds” = “odds ratio” Remember – the key is recognizing the terms “risk” and “odds”

85 Appropriateness of Measures
Remember that the relative risk can only be calculated in prospective studies Odds ratio can be calculated for any design Cohort / prospective Case-control Cross-sectional

86 Inference The relative risk and odds ratio provide the magnitude of difference between some factor and an outcome How do we know if the magnitude is statistically significant?

87 Confidence Intervals A confidence interval is a range of values that is likely (e.g., 95%) to contain the true value in the underlying population

88 The 10 Steps of Outbreak Investigation
Prepare for field work Establish the existence of an outbreak Verify the diagnosis Define & identify cases Perform descriptive epidemiology Develop hypotheses Perform analytic epidemiology Refine hypotheses & conduct additional studies Implement control & prevention measures Communicate findings

89 Objectives of Descriptive Epidemiology
To evaluate trends in health and disease and allow comparisons among countries and subgroups within countries To provide a basis for planning, provision and evaluation of services To identify problems to be studied by analytic methods and to test hypotheses related to those problems


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