Exam Flashcards

1
Q

Epidemiology definition

A

The study of diseases
-science of epidemics
-science of illness
-science of distribution of disease

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2
Q

Historical figures in epidemiology

A

John Grunt- bills of mortality
James Lind- scurvy
Pierre Charles-Alexandre Louis- inflammation of organs
John Snow- link between cholera and water supply
Doll and Hill- tobacco

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3
Q

Descriptive statistics

A

Focused on population rather than individuals
-quantitatively describes or summarizes features from a collection of information

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4
Q

Descriptive study

A

Describes characteristics of a population or phenomenon being studied. It does not answer questions about how/when/why the characteristics occurred.
 Simple description of health status of a community
 No link between cause and effect
 First step in examining patterns of disease

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5
Q

Health definition

A

a state of complete physical, mental and social well-being and not merely the absence of disease and infirmity

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6
Q

Disease definition

A

a pathological process causing illness

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7
Q

Illness definition

A

feeling or experience of unhealth which is entirely personal

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8
Q

Prevalence

A

Frequency of existing cases, the number of people in a population who currently have a particular outcome
=number of people with the disease at a specified time / number of people in the population who could get the disease (at risk) at the time

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9
Q

Point prevalence

A

cases existing at a certain point in time (generally a day)

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10
Q

Period prevalence

A

cases existing over a specified period of time (week, month, year)

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11
Q

Incidence

A

Frequency of new cases over a period of time (rate)
=number of new events in a specified period / number of persons exposed to risk during this period

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12
Q

Risk/cumulative incidence

A

probability that an individual will develop an outcome over a specified period of time
=number of people who get a disease during a specified period / number of people free of the disease in the population at risk at the beginning of the period

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13
Q

Crude rate

A

rates that apply to the entire population (rate of spread)

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14
Q

Specific rate

A

rates that apply to those within a population with certain characteristics (rate of spread)

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15
Q

Case fatality (%)

A

=number of deaths from diagnosed cases in a given period / number of diagnosed cases of the disease in the same period *100

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16
Q

Impairment

A

any loss or abnormality of psychological, physiological or anatomical structure or function

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17
Q

Disability

A

any restriction or lack (resulting from an impairment) of ability to
perform an activity in the manner or within the range considered
normal for a human being

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18
Q

Handicap

A

a disadvantage for a given individual, resulting from an impairment or a disability, that limits or prevents the fulfilment of a role that is normal (depending on age, sex, and social and cultural factors) for that individual.

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19
Q

Years of life lost due to death (YLL)

A

Takes into account the age at which deaths occur by giving greater weight to deaths at younger age and lower weight to deaths at older age

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20
Q

Years of life lost due to disability (YLD)

A

Takes into account the number of healthy years lost due to living with a disability or with the symptoms of disease

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21
Q

Disability adjusted life year (DALY)

A

A year of healthy life lost, either through premature death or equivalently through living with disability due to illness or injury.
=YLL + YLD = DALY

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22
Q

Quality adjusted life years (QALY)

A

Measures the quality and quantity of life lived and is based on the
number of years of life that is added by an intervention/treatment

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23
Q

Validity

A

If the study is repeated in another setting with same population = same results
 Systematic error

an expression of the degree to which a measurement actually measures what it claims to measure
– Conformity
– Correctness
– Accuracy

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24
Q

Reliability

A

If the study is repeated under same conditions with same population = same results
 Random error

The degree of stability exhibited when a
measurement is repeated under identical conditions
– Consistency
– Repeatability
– Precision
– Reducibility

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25
Probability sampling
Random and not based on choice of researchers - Simple random – Stratified – Systematic – Cluster
26
Non-probability sampling
Researchers pick – Convenience – Snowball – Purposive
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Volunteer bias
People volunteer to participate in the study – One sample of the target population is more likely to be included/excluded than others – Self-selection or study inclusion/exclusion  Participants in screening programs tend to be healthier than those who don’t volunteer or comply  Impact on disease specific and overall mortality
28
Healthy volunteer effect
Example of self-selection whereby outcome, over time, directly affects the exposure More healthy people may be found in potentially hazardous environments
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Selection bias
Systematic difference between those in the study / intervention / exposure and those not Overcome by; – Randomisation – Transparent selection process
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Allocation bias
Process of allocating participants to groups is compromised Overcome by; – Randomisation – Concealment of the randomisation process
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Performance bias
Once allocated, occurs when any differences in outcomes may be attributed to the ‘intervention’ or exposure – Guards against ‘placebo’ effect – Provides ‘natural’ prognosis Overcome by; – Blinding
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Hawthorne effect
Participants perform/behave differently due to being involved in the study (they know they are being observed)
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Placebo effect
Responses (positive/negative) to the perceived intervention
34
Attrition bias
Attrition rate, or drop-outs, within a study Important to identify reasons for withdrawals due to; – Missing data – Adverse events – Motivation – Other… Overcome by; – Intention-to-treat analysis
35
CONSORT statement
CONSORT encompasses various initiatives developed by the CONSORT Group to alleviate the problems arising from inadequate reporting of randomized controlled trials (complete and transparent reporting)
36
Detection bias
Also known as ascertainment bias -An investigator may distort or misclassify the outcome measured if participant group is known Overcome by; – Blinding
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Measuring / information bias
Errors in measuring outcomes that lead to misclassification  Non-differential vs differential misclassification
38
Non-differential misclassification
When measurement error and misclassification occurs equally in all groups being compared  Due to; – Random error – Instrument bias  Results in dilution of ‘true’ effect
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Differential misclassification
Measurement error and misclassification occurs to a greater extent in one group over others  Due to systematic error  Examples include; – Recall bias – Response bias – Interviewer / observer bias
40
Recall bias
Differences in accuracy or recollections of events/exposures from participants  Bias is unintentional and often based on expectation – MMR vaccination and autism
41
Response bias
Often occurs in patient self-reported data  Bias is intentional – Portraying oneself in good light – Lack of understanding
42
Interviewer / observer bias
Recording of information in different ways between interviewers / observers  Corrected by; – Standardised questions – Inter-observer / inter-rater reliability
43
Will Rogers phenomenon
‘When the Okies left Oklahoma and moved to California, they raised the average intelligence level in both states.’ 1. Individuals who are misclassified (Okies) who are moving, are below average for the current context (Oklahoma) 2. Individuals who are misclassified (Okies) are above the average for the context that they enter (California)
44
Confounding bias
Occurs when the effect of the study factor on the outcome is mixed in the data with the effect on another (third variable, or confounder) Overcome by stratification
45
Publication bias
Only studies which show a certain result are published
46
Case report / series
Detailed report by one or more health professionals on the profile of a single patient Case series is a report on a series of patients with an outcome of interest -Strengths: Hypothesis generating, quick, cheap -Limitations: Generalisability, bias
47
Ecological study
 Also known as correlational studies  Units of analysis are groups, rather than individuals  Compares disease frequencies between; – Different populations during the same period of time, or – Same population at different time periods Strengths: Fast, easy, cheap Limitations: Bias, association only, possible misclassification
48
Cross-sectional study
Exposure and outcome determined simultaneously  Cross-sectional studies measure; – Prevalence of disease – Presence/absence of exposure  Disease and exposure can be assessed at the same point in time in a cross-sectional study Strengths: Estimate prevalence of outcome, identifies association Limitations: Can’t generate cause and effect, only offers a snap-shot
48
Case-control study
 Compares the occurrence of possible cause in ‘cases’ and ‘controls’  Data is collected at one point in time  Exposures are collected at a previous point in time  Case-control studies are retrospective as the investigator is looking backward from disease to possible cause Strengths: Good for rare outcomes & long diseases, quick, cheap Limitations: Bias
49
Cohort study
 Involves follow-up of people with a common characteristic  The incidence of an outcome is compared between those exposed and those not exposed to a risk factor during the study time Strengths: Identifies natural history, temporal sequence Limitations: Loss to follow up, expensive, time consuming Retrospective cohort: Participants identified on the basis of previously recorded exposure
50
Randomised controlled trial
 An RCT is an experimental comparative study in which participants are allocated to treatment/intervention or control/placebo groups using a random mechanism  Participants have an equal chance of being allocated to an intervention or control group Strengths: Reduced risk of bias, cause and effect Limitations: Expensive, follow up duration, ethics
51
Cross-over RCT
 Participants receive a series of treatments  Participants are then ‘crossed-over’ to receive the alternate treatment Strengths: Patients serve as own control, sample size Limitations: Feasibility, ethics, order of events?
52
Cluster RCT
Clusters rather than individuals are randomized – Geography – Communities – Social – Educational – Occupational
53
Component cause
– A variety of separate requirements contributing to the cause  Obesity, insulin resistance, hypertension, low LDL cholesterol, high triglycerides
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Sufficient cause
– When all components are part of the one sufficient cause that will lead to the effect  Metabolic syndrome
55
Necessary cause
– When an outcome can’t develop in its absence  Environmental, biological, social determinants of health – e.g. breast cancer and BRCA gene
56
Bradford Hill criteria for determining a causal relationship
 Temporal relation (this is necessary)  Plausibility  Consistency  Strength  Does-response relationship  Reversibility  Study design  Judging the evidence
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Temporal relationship
 The cause must precede the effect  Sometimes difficult to demonstrate with casecontrol and cross-sectional studies – Patients with stomach cancer have low levels of Vitamin C…
58
Plausibility
 Is the association consistent with other knowledge?  Issues to consider include; – Mechanism of action – Evidence from animal, biological studies
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Consistency
 Have similar results been shown in other studies?
60
Strength
 Strength of a relationship as measured by the relative risk (RR)  Rule of thumb: RR ≥ 2 considered to demonstrate a strong relationship
61
Dose–response relationship
 A dose–response relationship occurs when changes in the level of a possible cause are associated with changes in the prevalence or incidence of the effect
62
Reversibility
 When the removal of a possible cause results in a reduced disease risk, there is a greater likelihood that the association is causal – Use of NSAIDs and gastrointestinal bleeding / ulcers – Challenge / re-challenge strategy
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Study design
How strong is the study design
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Judging the evidence
 Temporal relationship is essential, then… judge the evidence
65
Surrogate endpoint
 Surrogate endpoint, or marker – Measure of an effect of a treatment / exposure that may correlate with a real clinical endpoint – But the relationship / correlation is not certain  Why use surrogate endpoints? – Regulatory approval (phase III trials) – Reduction in duration and cost of studies
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Primary outcomes
The main thing you are investigating
67
Secondary outcomes
Side effects
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Ad-hoc outcomes
Confounding factors
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Data types
Numerical  Continuous (blood pressure)  Discrete (number of children) Categorical  Nominal (blood type)  Ordinal (measure of pain)
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Interviews
1. Scheduled standardized interview – Structure is uniform 2. Non-scheduled standardized interview – Phrasing may be altered 3. Non-standardized interview – Conversation
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Questionnaires
 The design process; 1. Introductory statement explaining its purpose 2. Demographic questions 3. Simple factual questions 4. Complex questions asking for opinions or attitudes 5. Closing question / statement
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Double barreled question
– How useful did you find meeting with the practice nurse before attending your appointment and did the online system speed up the process?
73
Leading questions
– We have recently introduced practice nurses into our clinics to ensure that patients who are discharged from the emergency room have continually care from the ED to home. What are your thoughts on this innovation?
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Coding questions
 Have you ever had a chest x-ray? – Yes / No  What was the natural colour of your hair when you were 20 years old? – Red / Blond / Brown / Black  How many packs of cigarettes would you smoke in a week? – One / two / three / four / five +  Which of the following symptoms are you currently experiencing? – Headache / Dizziness / Cough / Temperature
75
Visual analogue scales (VAS) and numerical rating scales (NRS)
refer to OneNote
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Adjectival scale
refer to OneNote
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Likert scale
refer to OneNote
78
Semantic differential scale
refer to OneNote
79
Inter-rater reliability
In statistics, inter-rater reliability is the degree of agreement among independent observers who rate, code, or assess the same phenomenon – Reliability across multi investigators
80
Intra-rater reliability
– Reliability of a single investigator
81
Kappa statistic
A statistic which can inform researchers about the inter-rater agreement
82
Measures of treatment effect
For binary (dichotomous) outcomes  Absolute risk reduction/increase (ARR/I)  Relative Risk (RR)  Relative risk reduction/increase (RRR/I)  Number needed to treat/harm (NNT/H)
83
Absolute risk reduction (ARR)
Is simply the difference in the proportion of subjects with the outcome of interest in each group. ARR = X (control) – Y (intervention) remember to put it in %
84
Relative risk (RR)
Is defined as the probability of an event in the active treatment group divided by the probability of an event in the control group. A relative risk of 1 is the null value or no difference RR = Y ÷ X or (intervention ÷ control)
85
Relative risk reduction (RRR)
Can be thought of as a standardised measure of the absolute risk reduction It can be expressed as the absolute risk reduction divided by the probability of an event in the control group RRR = 1 – RR or x-y / x * 100
86
Number needed to treat (NNT)
Is the number of patients who would have to receive the treatment for 1 of them to benefit The number needed to treat is the reciprocal of the absolute risk reduction NNT = 1 ÷ ARR
87
Odds ratio (OR)
An odds ratio is a statistic that quantifies the strength of the association between two events A*D / B*C (refer to OneNote)
88
Confidence intervals (CIs)
 Most research uses analysis from a sample to estimate the value in the true population  A CI is the range of values within which we are confident that the true population value lies  Bounded by the lower confidence limit (LCL) and upper confidence limit (UCL) - If they cross 1 then there is no difference  We can also use CIs to compare two sample means and determine whether the difference between groups is statistically significant  Critical value here is ZERO  If the CI for the difference in means includes zero, the difference is not statistically significant  If the CI for the difference in means does not include zero, the difference is statistically significant
89
Mean difference (MD)
 Mean difference (MD) is the absolute difference between the means of two continuous variables  A mean difference of 0 means no effect
90
P-Values
 P = Probability  A p-value indicates the probability that an observed test result is due to chance (i.e. not a true result)  Standard accepted cut-off point is p<0.05 – This means that there is a 5/100 (5%) chance that our result is due to chance – We are willing to accept that we will be wrong 5% of the time
91
Hazard ratios
 The effects of possible prognostic factors, which are relative to one another, can be interpreted using a Hazard Ratio (HR)  Hazard ratios are similar to a Relative Risk, with the difference being that the Hazard Ratio is derived from the time-to-event analysis  A Hazard Ratio of 1 (HR=1.0) suggests no benefit
92
Infectious disease (ID)
Case is a source of infection for others * Failure to detect early and treat is detrimental Immunity * Prior exposure may confer immunity. * Vaccination is important measure * Heard immunity Urgency in response * Prompt response is important. Surveillance and preparedness is key Multiple prevention measures is critical * Prevent exposure and transmission * Treatment is a key prevention * Increase resilience of population
93
Mode of transmission
Direct transmission * Direct physical contact Indirect transmission * Vehicle-borne -Contaminated inanimate materials or objects (fomites). * Vector-borne * -Mechanical: No reproduction of agent (i.e. fly) in vector -Biological: Reproduction (i.e. Mosquitoes) in vector Airborne * Droplet * Microbial aerosols usually the respiratory tract. * Dust * The small particles from soil clothes, bedding or contaminated floors by wind or mechanical agitation.
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Endemic
refers to the constant presence of a disease or infectious agent in a population within a geographic area .
95
Sporadic
refers to a disease that occurs infrequently and irregularly.
96
Cluster
refers to an aggregation of cases grouped in place and time that are suspected to be greater than the number expected
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Outbreak
is a noticeable, often small but sudden, increase over the expected number of epidemiologically linked cases
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Epidemic
refers to an increase, often sudden, in the number of cases above what is normally expected in that population in that area.
99
Pandemic
is an epidemic with a P ( p for passport) - A new pathogen that spreads from person to person across the globe".
100
Reproduction number (R)
-Reproduction number (R) is the average number of new infections caused by 1 infected individual -Basic reproduction number (R0) is the reproduction number (R) when the entire population is susceptible.
101
Epidemic curves
* An "epidemic curve" shows the frequency of new cases over time based on the date of onset of disease. * The shape of the curve in relation to the incubation period for a particular disease can give clues about the source. -refer to the OneNote for different curves
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Source outbreak
Point source (common source) * Single source of contamination (food borne outbreaks) * Many people get sick concurrently (1 incubation period) * Steep upslope and More gradual downslope * Exposure period can be predicted from curve
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Propagated outbreaks
* Can affect many people, over a long period of time E.g. person to person spread * Prolonged exposure * Can quantify transmissibility of propagated outbreaks using R
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Steps in an outbreak investigation
1. Confirm existence of an outbreak 2. Verify the diagnosis 3. Construct a working case definition 4. Find cases systematically, line list 5. Perform descriptive epidemiology 6. Develop hypotheses 7. Evaluate & refine hypotheses, perform additional studies as necessary 8. Implement control and prevention measures 9. Communicate findings 10. Follow up and maintain surveillance -details in OneNote
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Systematic review
A systematic review is a summary of the medical literature that uses explicit and reproducible methods to systematically search, critically appraise, and synthesize on a specific issue. It synthesizes the results of multiple primary studies related to each other by using strategies that reduce biases and random errors. Key factors to consider to determine how good it is – Inclusion criteria – Inadequate literature search – Publication bias – Inadequate assessment of study quality
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Meta-analysis
Meta-analysis is a research process used to systematically synthesise or merge the findings of single, independent studies, using statistical methods to calculate an overall or 'absolute' effect.2 Meta-analysis does not simply pool data from smaller studies to achieve a larger sample size.
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meta analysis vs systematic review
A systematic review attempts to gather all available empirical research by using clearly defined, systematic methods to obtain answers to a specific question. A meta-analysis is the statistical process of analyzing and combining results from several similar studies.2 Apr 2018
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Literature review
A literature review explores and evaluates the literature on a specific topic or question. It synthesises the contributions of the different authors, often to identify areas that need further exploration. Comparison to systematic review in OneNote
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Funnel plots
Good for detecting publication bias
110
PRISMA flow chart
refer to OneNote for picture
111
Data synthesis
 A meta-analysis does not just simply add up numbers across studies!  It identifies results from individual studies and calculates a weighted average  Simply adding studies would break; – Power of randomisation – Reduce variance – Overestimate significance
112
Forest plots
used in systematic reviews to determine the cumulative findings in a multitude of studies, examples in OneNote dichotomous (1) continuous (0)
113
Heterogeneity
 Heterogeneity refers to the diversity that exists between studies in a review – clinical – methodological – statistical  Identifying heterogeneity – visual inspection of the forest plots – chi-squared (chi2) test (Q test) – I2 statistic to quantify heterogeneity
114
Sensitivity analyses
Sensitivity analyses examine how the results vary under different assumptions – e.g. re-analysing data using ‘low’, ‘medium’ and ‘high’ quality studies good quality trials vs poor quality trials
115
Subgroup analyses
Subgroup analyses are meta-analysis on subgroups of the studies – e.g. sex, age, drug doses
116
Diagnostic tests
– Usually performed when a patient who has a clinical problem & is more likely to have the disease
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Screening
– Performed on healthy people, before they have symptoms
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Pre-test probability
Pre-test probability + test info = Post-test probability  Pre-test probability – Clinical assessment – Personal experience – Published data (prevalence of a disease)
119
Sensitivity
-Sensitivity and specificity always and only relate/refer to the test, they don't relate to the patient -How accurate is the test that we're using -Sensitivity measures true positive (if somebody has the disease how likely are they to test positive)
120
Specificity
-Sensitivity and specificity always and only relate/refer to the test, they don't relate to the patient -How accurate is the test that we're using -Specificity measures true negative (if somebody doesn’t have the disease how likely are they to test negative)
121
Positive predictive value
These are kinda like sensitivity and specificity but they relate to the participant/patient -Positive predictive value (the chance that if somebody tests positive that they'll actually have the disease) Sensitivity and specificity relate to the test and the test won’t change. The problem with PPV and NPV is that demographics and disease prevalence does change based on setting which impacts the PPV and NPV
122
Negative predictive value
These are kinda like sensitivity and specificity but they relate to the participant/patient -Negative predictive value (the chance that if somebody tests negative that they'll actually not have the disease) Sensitivity and specificity relate to the test and the test won’t change. The problem with PPV and NPV is that demographics and disease prevalence does change based on setting which impacts the PPV and NPV
123
Positive likelihood ratio
 Positive Likelihood ratio (LR+) probability of positive test result in a patient with the disease / probability of positive test result in a patient without the disease or sensitivity / (1 – specificity) - When the positive likelihood ratio is close to 10 it means that when somebody tests positive we can be pretty certain they have the disease
124
Negative likelihood ratio
 Negative Likelihood ratio (LR-) probability of negative test result in a patient with the disease / probability of negative test result in a patient without the disease or (1 – sensitivity) / specificity - When the negative likelihood ratio is close to 0 it means that when somebody tests negative we can be pretty certain they don't have the disease
125
Nomogram
examples in OneNote Using multiple tests (when they test positive for them all they build of likelihood of having the disease)
126
Primary prevention
Primary prevention aims to prevent disease / injury before it occurs – Vaccination against infectious disease – Education and awareness of healthy and safe habits – Legislation
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Secondary prevention
Secondary prevention aims to reduce the impact of disease / injury that has occurred – Screening to detect disease at an early stage – Interventions to prevent further disease / injury
128
Tertiary prevention
Tertiary prevention aims to alleviate the impact of ongoing illness / injury – Rehabilitation  Mental  Physical  Social
129
‘high-risk’ prevention strategy
 Target a select group – usually vulnerable  Intravenous drug users – Needle-exchange program – Vaccination (against hepatitis B)  Screening pregnant women aged over 40 years – MSAFP – Ultrasound – Amniocentesis  Limitation: common disease / widespread cause
130
‘mass’ prevention strategy
 Common disease / widespread cause  Mass / population strategy  Legislated use of seatbelts – Targeting only ‘high’ risk e.g. males 18-25 years would not work
131
Opportunistic screening
going in for 1 test but decide to do 4 because we can – ‘Case finding’ – e.g. PSA test at ‘general health check-up’
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Selective screening
– Screening those in a specific criteria – e.g. mammography in women 50-69
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Mass screening
– Screening across an ‘entire population’ – e.g. Neonatal screening (i.e Guthrie test)
134
Benefits of screening
 Potential benefits – Early detection of the disease – Early treatment of the disease (↑ treatment options) – Psychological well being
135
Limitations of screening
 Potential limitations – Over-diagnosis (over-treatment) – Interval disease (cancers – too late???) – False negative/positive (implications) – Side effects (screening and treatment)
136
Bias in screening
 Lead time  Length time  Volunteer  Over-diagnosis
137
lead-time bias
 It does not take into account the natural history of the disease  The period between screens when disease is detected by screening and when it would have become symptomatic and been diagnosed in the usual way
138
length time bias
 Occurs due to heterogeneity in the disease (i.e. fast and slow growing tumours)  Screening tests more likely to find slow growing disease, hence better apparent prognosis  Over-representation of slowly progressing disease among cases detected by screening
139
Over-diagnosis
Identification of slow growing cancers that may never have become apparent (‘false positive’)
140
Interval disease
Can also be thought of as ‘false negatives’  Interval disease occur between screening as they are found in the time interval between screens  How do you overcome interval disease??? – Increase screening frequency – But, do you increase chances of over-diagnosis?
141
Measures of screening effectiveness
A number of measures can be used to quantify how ‘effective’ a screening program is; – RR, RRR – Gain in life expectancy – Cost per case detected – Cost per life saved – Gain in quality adjusted life years (QALYs) – Number needed to screen (NNS) a good screening test is... -Safe -Simple -Reliable -Accurate/valid
142
Principles for the introduction of population screening
1. The condition should be an important health problem 2. There should be a recognisable latent or early symptomatic stage 3. The natural history of the condition, including development from latent to declared disease, should be adequately understood 4. There should be an accepted treatment for patients with recognised disease 5. There should be a suitable test or examination that has a high level of accuracy 6. The test should be acceptable to the population 7. There should be an agreed policy on whom to treat as patients 8. Facilities for diagnosis and treatment should be available 9. The cost of screening (including diagnosis and treatment of patients diagnosed) should be economically balanced in relation to possible expenditure on medical care as a whole, and 10. Screening should be a continuing process and not a ‘once and for all’ project.
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Efficacy
Does the intervention ‘work’ under ideal, ‘laboratory’ conditions?
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Effectiveness
It's public health impact  If we administer the intervention in ‘real life’ situations, Is it effective? Barriers include...  Taste  Mode of delivery  Cost  Accessibility  Perception
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Efficiency
If the intervention is effective, what is the cost to benefit ratio? Costs include: money, discomfort, pain, disability, quality of life and social implications
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Implementation science
Peer-reviewed journal Implementation Science is an open access peer-reviewed academic journal in healthcare that was established in 2006