Epidemiology, biostatistics, screening programmes, health promotion, disease surveillance, and evidence-based medicine.
16 topics · 0 linked questions
Epidemiology Principles
Epidemiology is the study of the distribution and determinants of health-related states in populations and the application of this knowledge to control health problems, forming the scientific foundation of public health practice and evidence-based medicine.
PLAB 1 · UKMLA
Key Facts
Incidence: number of NEW cases in a defined population over a specified time period (e.g. 5 per 100,000/year)
Prevalence: number of EXISTING cases (new + old) at a point in time (point prevalence) or over a period (period prevalence)
Relative risk (RR): ratio of incidence in exposed vs unexposed groups; used in cohort studies
Odds ratio (OR): ratio of odds of exposure in cases vs controls; used in case-control studies; approximates RR when disease is rare
Number needed to treat (NNT) = 1/ARR (absolute risk reduction); lower NNT = more effective treatment
Confounding: a third variable associated with both exposure and outcome that distorts the true relationship
Bias: systematic error in design, conduct, or analysis (selection bias, information bias, recall bias)
Bradford Hill criteria: strength, consistency, specificity, temporality, biological gradient, plausibility, coherence, experiment, analogy - assess causality from association
Overview
Key Facts
Epidemiology provides the quantitative framework for understanding disease patterns, evaluating interventions, and informing health policy. Core concepts include disease frequency measures, study designs, measures of association, and assessment of causality.
Disease Frequency Measures
Incidence rate (person-time): new cases / person-time at risk
Cumulative incidence (risk): new cases / population at risk over time period
Point prevalence: existing cases / total population at one time point
Period prevalence: existing cases over a time period / population
Understanding study design is fundamental to evidence-based medicine, with each design having characteristic strengths and limitations that determine its position in the hierarchy of evidence and its applicability to clinical questions.
PLAB 1 · UKMLA
Key Facts
Hierarchy of evidence (highest to lowest)
systematic reviews/meta-analyses
RCTs
cohort studies
case-control studies
cross-sectional
case reports
expert opinion
RCTs are the gold standard for evaluating interventions; randomisation minimises confounding
Cohort studies follow groups over time; prospective or retrospective; measure incidence and relative risk
Case-control studies compare exposure history in cases vs controls; efficient for rare diseases; measure odds ratio
Intention-to-treat (ITT) analysis preserves the benefit of randomisation by analysing participants in their allocated groups
Overview
Key Facts
Study design selection depends on the research question, available resources, ethical considerations, and disease frequency. Each design occupies a position in the evidence hierarchy and has characteristic strengths, limitations, and measures of association.
Experimental Studies
Randomised controlled trial (RCT): participants randomly allocated to intervention or control; gold standard for treatment evaluation; minimises selection bias and confounding
Cluster RCT: randomisation at group level (e.g. GP practices, schools)
Crossover trial: participants act as their own controls; receive both treatments sequentially
Non-randomised controlled trial: intervention assigned without randomisation; more prone to confounding
Observational Analytical Studies
Cohort study: follows exposed and unexposed groups over time; can be prospective or retrospective; measures incidence and relative risk
Case-control study: identifies cases (with disease) and controls (without), then compares past exposure; retrospective; measures odds ratio
Cross-sectional study: snapshot of exposure and outcome at one time point; measures prevalence; useful for needs assessment
Descriptive Studies
Case report: single patient; useful for rare conditions or novel presentations
Case series: group of similar cases; no comparison group
Ecological study: population-level correlations; subject to ecological fallacy
The randomised controlled trial is the gold standard for evaluating the efficacy of interventions, using random allocation to minimise bias and confounding, with intention-to-treat analysis preserving the integrity of randomisation.
PLAB 1 · UKMLA
Key Facts
RCTs are the gold standard for evaluating treatment efficacy; provide Level 1b evidence
Randomisation ensures groups are comparable for known and unknown confounders
Allocation concealment prevents selection bias by keeping group assignment hidden until enrolment
Intention-to-treat (ITT) analysis: analyses all participants in their allocated group regardless of adherence; preserves randomisation benefit
Per-protocol analysis: analyses only those who completed treatment as intended; may overestimate treatment effect
Power calculation: sample size determined to detect a clinically meaningful difference with adequate statistical power (typically 80-90%)
CONSORT statement: standardised reporting framework for RCTs; includes flow diagram
Overview
Key Facts
The RCT is the most rigorous method for determining whether a cause-effect relationship exists between an intervention and outcome. Proper conduct requires attention to randomisation, blinding, sample size, and analysis.
Study Conduct
Define research question (PICO: Population, Intervention, Comparator, Outcome)
Cohort studies follow groups of individuals with differing exposures over time to determine incidence of outcomes, providing the strongest observational evidence for establishing causal relationships through measurement of relative risk.
PLAB 1 · UKMLA
Key Facts
Cohort studies follow groups defined by exposure status and compare outcome incidence; can be prospective or retrospective
They measure incidence and relative risk (RR) directly
Prospective cohort: exposure measured before outcome occurs; strongest observational design for causality
Retrospective cohort: uses existing records to identify exposure and outcomes; faster and cheaper
Framingham Heart Study (1948): landmark prospective cohort that identified major CVD risk factors
Weaknesses: expensive, time-consuming, loss to follow-up (attrition bias), confounding
Key UK cohorts: Whitehall studies (social class and health), Millennium Cohort Study, UK Biobank
Overview
Key Facts
Cohort studies are powerful observational designs that follow groups of people over time to determine whether exposure is associated with outcome. They are the strongest observational design for establishing causality because they establish temporal sequence.
Design Types
Prospective cohort: recruits participants, measures exposure, follows forward in time to outcome; highest quality observational evidence
Retrospective cohort: identifies cohort from historical records; exposure and outcomes already occurred; faster but dependent on data quality
Ambidirectional: combines prospective and retrospective elements
Key Measures
Incidence rate: events per person-time at risk
Relative risk (RR): incidence in exposed / incidence in unexposed
Attributable risk (AR): incidence in exposed − incidence in unexposed
Population attributable risk (PAR): proportion of disease in population attributable to exposure
Strengths and Limitations
Can study multiple outcomes from single exposure
Can measure incidence directly (unlike case-control)
Case-control studies compare the exposure history of individuals with a disease (cases) to those without (controls), providing an efficient method for investigating rare diseases and measuring the odds ratio as a proxy for relative risk.
PLAB 1 · UKMLA
Key Facts
Case-control studies compare exposure in cases (disease present) with controls (disease absent); retrospective design
They measure the odds ratio (OR): odds of exposure in cases / odds of exposure in controls
OR approximates RR when disease prevalence is low (rare disease assumption)
Efficient for rare diseases: can study diseases with very low incidence
Strengths: quick, cheap, good for rare diseases, can study multiple exposures
Matching: controls matched to cases on potential confounders (age, sex) to reduce confounding
Nested case-control: cases and controls selected from within a defined cohort; reduces selection bias
Overview
Key Facts
Case-control studies start with the outcome and look backwards for exposure. They are retrospective, efficient, and particularly valuable for rare diseases. The key measure is the odds ratio.
Design
Define cases: individuals with the disease/outcome of interest
Select controls: individuals without the disease from the same source population
Measure past exposure in both groups (questionnaires, records, biological samples)
Compare exposure prevalence using odds ratio
Control Selection
Controls should come from the same source population as cases
Common sources: hospital controls, community controls, friend/neighbour controls
Matching: individual matching (each case matched to control on key confounders) or frequency matching (groups matched on proportions)
Measure of Association
Odds ratio (OR) = (a × d) / (b × c) from 2×2 table
Where a = exposed cases, b = exposed controls, c = unexposed cases, d = unexposed controls
OR >1 indicates positive association; OR <1 indicates protective association; OR = 1 indicates no association
Variants
Nested case-control: cases arise from a defined cohort; controls sampled from same cohort at time of case occurrence
Case-cohort: controls sampled from entire cohort at baseline regardless of disease status
Case-crossover: each case serves as their own control (exposure at time of event vs earlier period)
Clinical Presentation
Classic Case-Control Studies
Doll & Hill (1950): smoking and lung cancer - established link using hospital-based case-control design
Thalidomide and phocomelia: case-control study by McBride (1961) identified association
Oral contraceptives and VTE: multiple case-control studies established risk
SIDS and sleeping position: case-control studies led to 'Back to Sleep' campaign
When to Use Case-Control Design
Disease is rare
Long latency period between exposure and disease
Limited resources/time
Multiple exposures to investigate for single outcome
Outbreak investigation (rapid assessment of risk factors)
Differential Diagnosis
Feature
Case-Control
Cohort
Cross-Sectional
Direction
Retrospective
Prospective/retrospective
Snapshot
Starting point
Disease status
Exposure status
Neither
Measure
Odds ratio
Relative risk
Prevalence ratio
Good for
Rare diseases
Common exposures
Prevalence estimation
Can measure incidence
No
Yes
No
Temporal sequence
Inferred
Established
Not established
Common bias
Recall bias
Attrition bias
Prevalence-incidence bias
Diagnosis / Investigation
Critical Appraisal (CASP Case-Control Checklist)
Did the study address a clearly focused question?
Was an appropriate case-control design used?
Were cases defined and selected appropriately?
Were controls selected appropriately from same source population?
Was exposure measured accurately (validated tools)?
Were confounders identified and controlled (matching, adjustment)?
What are the results (OR, CI)?
How precise are the results?
Do you believe the results?
Can results be applied locally?
Key Biases in Case-Control Studies
Recall bias: cases may recall exposures differently from controls (particularly for traumatic exposures)
Selection bias: controls not representative of source population
Interviewer bias: knowledge of case/control status influences questioning
Survival bias (Neyman bias): prevalent cases may differ from incident cases
Management
Addressing Bias
Recall bias: use objective exposure measures (records, biomarkers), blinding of exposure assessors
Selection bias: use population-based controls, nested case-control design
Confounding: match controls, stratify analysis, multivariable logistic regression
Odds Ratio Interpretation
OR = 1: no association
OR > 1: exposure associated with increased odds of disease
OR < 1: exposure associated with decreased odds (protective)
95% CI not crossing 1.0: statistically significant
OR approximates RR when disease is rare (<10% prevalence)
Prognosis
Case-control studies have been instrumental in identifying risk factors for many diseases
They are particularly valuable in outbreak investigation (rapid identification of exposure source)
Well-conducted case-control studies can provide strong evidence of association
Limitations in establishing causality (retrospective, recall bias, cannot measure incidence)
Nested case-control designs within large cohorts combine efficiency with reduced bias
Other Relevant Information
2×2 Table for Case-Control Studies
Cases
Controls
Exposed
a
b
Unexposed
c
d
OR = (a × d) / (b × c)
OR Calculation Example
Lung Cancer (Cases)
No Cancer (Controls)
Smokers
90
60
Non-smokers
10
40
OR = (90 × 40) / (60 × 10) = 3600/600 = 6.0
Smokers have 6× the odds of lung cancer compared to non-smokers
Systematic reviews use explicit, reproducible methods to identify, appraise, and synthesise all relevant research on a specific question, with meta-analysis providing a quantitative pooled estimate of effect that sits at the apex of the evidence hierarchy.
PLAB 1 · UKMLA
Key Facts
Systematic reviews are the highest level of evidence in the evidence hierarchy
They use explicit, reproducible methodology to identify, select, appraise, and synthesise all relevant studies
Meta-analysis is the statistical pooling of results from multiple studies to generate a single summary effect estimate
Forest plot: graphical display showing individual study effects and pooled estimate; diamond represents overall effect
PRISMA statement is the reporting standard for systematic reviews and meta-analyses
Cochrane Library is the largest repository of systematic reviews of healthcare interventions
Overview
Key Facts
Systematic reviews and meta-analyses provide the most reliable evidence for clinical decision-making when conducted rigorously. They synthesise evidence from multiple studies, increasing statistical power and precision.
Steps in Conducting a Systematic Review
Define research question (PICO format)
Develop protocol (register on PROSPERO)
Systematic literature search (multiple databases: MEDLINE, Embase, CENTRAL)
Study selection (screening by ≥2 reviewers, inclusion/exclusion criteria)
Data extraction (standardised forms)
Quality assessment (risk of bias tool)
Data synthesis (narrative and/or meta-analysis)
Assessment of certainty of evidence (GRADE)
Reporting (PRISMA)
Meta-Analysis Methods
Fixed-effect model: assumes all studies estimate the same underlying effect; appropriate when heterogeneity is low
Random-effects model: assumes true effects vary between studies; accounts for between-study heterogeneity; more conservative
Mantel-Haenszel method: common fixed-effect method for dichotomous outcomes
DerSimonian and Laird: common random-effects method
Assessing Quality
Risk of bias: assessed for each included study (Cochrane RoB 2 for RCTs, ROBINS-I for non-randomised)
Screening is the systematic application of a test to identify individuals at sufficient risk of a specific disorder to warrant further investigation or treatment, with UK programmes following the Wilson-Jungner criteria and requiring rigorous evaluation of benefits against harms.
PLAB 1 · UKMLA
Key Facts
Wilson-Jungner criteria (1968): 10 principles for evaluating screening programme appropriateness
The condition must be an important health problem with a recognisable latent or early symptomatic stage
The test must be acceptable, safe, valid (sensitive and specific), and cost-effective
Treatment must be more effective when started early (pre-symptomatic) than at clinical presentation
UK National Screening Committee (NSC) evaluates and recommends screening programmes
Current UK screening programmes include: breast cancer (mammography, 50-71), cervical (HPV, 25-64), bowel cancer (FIT, 50-74), AAA (USS, men 65), newborn (blood spot, hearing, physical exam)
Screening is NOT diagnostic - it identifies individuals at higher risk who need further investigation
Screening aims to reduce morbidity and mortality by detecting disease at an early, treatable stage. However, screening programmes also cause harm and must be carefully evaluated. The balance of benefits and harms must favour the screened population.
Wilson-Jungner Criteria (1968)
Important health problem
Accepted treatment available
Facilities for diagnosis and treatment available
Recognisable latent or early symptomatic stage
Suitable test available
Test acceptable to population
Natural history of condition understood
Agreed policy on who to treat
Cost-effective
Screening should be a continuous process
Types of Screening
Population screening: offered to all individuals in a defined population (e.g. NHS Breast Screening)
Targeted screening: offered to high-risk groups (e.g. TB screening in new entrants from high-incidence countries)
Opportunistic screening: offered during clinical encounters (e.g. blood pressure check at GP visit)
Cascade screening: testing relatives of identified cases (e.g. familial hypercholesterolaemia)
Screening Test Properties
Sensitivity: ability to detect true positives (high sensitivity = few false negatives)
Specificity: ability to detect true negatives (high specificity = few false positives)
PPV: proportion of positive results that are true positives (highly influenced by prevalence)
NPV: proportion of negative results that are true negatives
Sensitivity and specificity are intrinsic properties of diagnostic tests that measure the ability to correctly identify individuals with and without disease respectively, with predictive values additionally dependent on disease prevalence in the tested population.
PLAB 1 · UKMLA
Key Facts
Sensitivity = TP / (TP + FN) - proportion of diseased individuals correctly identified as positive; a sensitive test rules OUT disease when negative (SnNOUT)
Specificity = TN / (TN + FP) - proportion of non-diseased individuals correctly identified as negative; a specific test rules IN disease when positive (SpPIN)
PPV = TP / (TP + FP) - proportion of positive results that are true positives; increases with higher prevalence
NPV = TN / (TN + FN) - proportion of negative results that are true negatives; decreases with higher prevalence
Likelihood ratio (+) = sensitivity / (1 − specificity); LR+ >10 strongly increases post-test probability
Likelihood ratio (−) = (1 − sensitivity) / specificity; LR− <0.1 strongly decreases post-test probability
Pre-test probability × likelihood ratio → post-test probability (Fagan nomogram)
Overview
Key Facts
Sensitivity and specificity are fundamental to understanding diagnostic test performance. They are intrinsic properties of a test (fixed regardless of prevalence), while predictive values vary with disease prevalence in the tested population.
2×2 Table
Disease Present
Disease Absent
Test Positive
True Positive (a)
False Positive (b)
Test Negative
False Negative (c)
True Negative (d)
Formulae
Sensitivity = a / (a + c)
Specificity = d / (b + d)
PPV = a / (a + b)
NPV = d / (c + d)
Prevalence = (a + c) / (a + b + c + d)
Accuracy = (a + d) / (a + b + c + d)
Clinical Mnemonics
SnNOUT: if a test has high Sensitivity, a Negative result rules OUT disease
SpPIN: if a test has high Specificity, a Positive result rules IN disease
Trade-off Between Sensitivity and Specificity
Adjusting the test cut-off point affects both: increasing sensitivity decreases specificity and vice versa
The optimal cut-off depends on the clinical context (consequences of false positives vs false negatives)
Screening tests prioritise high sensitivity (don't miss disease)
Confirmatory tests prioritise high specificity (don't falsely diagnose)
Clinical Presentation
Clinical Examples
D-dimer for PE: highly sensitive (~95%) but poorly specific (~40%); negative D-dimer rules out PE (SnNOUT)
Troponin for MI: highly sensitive and specific with hs-troponin assays
Anti-CCP for RA: highly specific (~96%) but less sensitive (~67%); positive result strongly supports RA (SpPIN)
RADT for GAS pharyngitis: high specificity (~95%) but moderate sensitivity (~70-90%)
Effect of Prevalence on Predictive Values
In high-prevalence settings: PPV increases, NPV may decrease
In low-prevalence settings: PPV decreases (more false positives), NPV increases
This is why screening in low-prevalence populations produces many false positives
Pre-test probability (clinical suspicion + prevalence) is essential for interpreting test results
Differential Diagnosis
Measure
Formula
Depends on Prevalence?
Clinical Use
Sensitivity
TP/(TP+FN)
No
Rule out when negative
Specificity
TN/(TN+FP)
No
Rule in when positive
PPV
TP/(TP+FP)
Yes (increases with prevalence)
Probability of disease if positive
NPV
TN/(TN+FP)
Yes (decreases with prevalence)
Probability of no disease if negative
LR+
Sens/(1-Spec)
No
How much positive result increases odds
LR−
(1-Sens)/Spec
No
How much negative result decreases odds
Diagnosis / Investigation
ROC Curve Analysis
Receiver Operating Characteristic curve
Plots sensitivity (true positive rate) on y-axis against 1−specificity (false positive rate) on x-axis
Each point on the curve represents a different cut-off value
AUC (area under the curve) summarises overall test performance
AUC interpretation: 1.0 = perfect, 0.5 = no discriminatory value (diagonal line)
Optimal cut-off: point nearest top-left corner (maximises both sensitivity and specificity)
Likelihood Ratios
Convert pre-test probability to post-test probability
LR+ >10: large and often conclusive increase in probability
LR+ 5-10: moderate increase
LR+ 2-5: small increase
LR− <0.1: large and often conclusive decrease in probability
LR− 0.1-0.2: moderate decrease
LR− 0.2-0.5: small decrease
Can be used with Fagan nomogram for bedside estimation
Management
Choosing the Right Test
Screening: choose high sensitivity (minimise false negatives; don't miss disease)
Confirmation: choose high specificity (minimise false positives; don't falsely diagnose)
Sequential testing: screen with sensitive test → confirm with specific test
Clinical Application
Always consider pre-test probability before ordering tests
A test is most useful when pre-test probability is intermediate (50%)
Tests add little information when pre-test probability is very high or very low
Order of testing: history (pre-test probability)
sensitive screening test
specific confirmatory test
Bayesian reasoning: update probability with each piece of information
Prognosis
Understanding sensitivity and specificity is fundamental to evidence-based test interpretation
Predictive values change dramatically with disease prevalence
In rare diseases, even highly specific tests produce many false positives in population screening
Point-of-care testing with known sensitivity/specificity allows bedside probability estimation
AI-assisted diagnostics increasingly assessed using ROC analysis and AUC metrics
The number needed to treat is a clinically intuitive measure of treatment effect that represents the number of patients who must be treated for one additional patient to benefit, calculated as the reciprocal of the absolute risk reduction.
NNT of 1 = perfect treatment (every patient benefits); NNT of infinity = treatment has no effect
NNH (number needed to harm) = 1 / ARI (absolute risk increase); measures side effect burden
RRR (relative risk reduction) = ARR / CER × 100; often larger and more impressive than ARR (can be misleading)
NNT is time-dependent: must be interpreted with the treatment duration in mind
Example: aspirin for secondary CVD prevention: NNT approximately 67 over 2 years to prevent one CVD event
NNT allows direct comparison of different treatments for the same condition in terms of clinical benefit
Overview
Key Facts
NNT translates the results of clinical trials into a clinically meaningful metric. It answers the question: 'How many patients do I need to treat to prevent one adverse outcome?' It is more intuitive than relative measures and essential for shared decision-making.
Calculation
ARR = CER − EER (absolute difference in event rates)
NNT = 1 / ARR
NNH = 1 / ARI (where ARI = absolute risk increase for harm)
Example
Control event rate = 20%, Treatment event rate = 15%
ARR = 0.20 − 0.15 = 0.05 (5%)
NNT = 1/0.05 = 20
Interpretation: 20 patients need to be treated for 1 to benefit
RRR vs ARR
RRR = ARR / CER = 0.05 / 0.20 = 25%
RRR sounds more impressive but does not convey absolute benefit
A 50% RRR could mean CER 2%
EER 1% (ARR 1%, NNT 100) or CER 40%
EER 20% (ARR 20%, NNT 5)
Always report both relative and absolute measures
NNT for Common Interventions
Statins for primary CVD prevention (5 years): NNT approximately 100-200
Statins for secondary CVD prevention (5 years): NNT approximately 20-30
Aspirin for secondary prevention: NNT approximately 67 (2 years)
Thrombolysis for acute STEMI: NNT approximately 30-50
Antibiotics for sore throat (symptom relief at day 3): NNT approximately 6
Clinical Presentation
Using NNT in Clinical Practice
Compare NNT with NNH to assess treatment benefit vs harm
Net clinical benefit: if NNT < NNH for a serious outcome, treatment is likely beneficial
Communicate to patients: 'If I treat 20 people like you, 1 will benefit; the other 19 would not have had the event anyway'
NNT should be considered alongside patient preferences, comorbidities, and treatment burden
Limitations of NNT
Time-dependent: NNT changes with duration of treatment
Baseline risk-dependent: NNT differs for high-risk vs low-risk patients
Assumes constant treatment effect across populations
Cannot be directly added or subtracted between studies
Confidence intervals for NNT can be counterintuitive (can pass through infinity)
Differential Diagnosis
Measure
Formula
Interpretation
ARR
CER − EER
Absolute difference in risk
RRR
ARR / CER
Proportional risk reduction
NNT
1 / ARR
Patients to treat for one to benefit
ARI
EER − CER (for harm)
Absolute increase in risk of harm
NNH
1 / ARI
Patients treated for one to be harmed
RR
EER / CER
Relative risk of event
Diagnosis / Investigation
Calculating NNT from Trial Data
Extract event rates from published data (2×2 table or Kaplan-Meier curves)
Calculate ARR = CER − EER
NNT = 1 / ARR (round up to next whole number)
Calculate 95% CI for NNT from CI for ARR
NNT from Odds Ratios
When only OR is available (e.g. from meta-analysis), NNT can be estimated using:
NNT = 1 / [CER × (1 − OR) / (1 − CER × (1 − OR))]
Approximation when disease is rare: NNT ≈ 1 / [CER × (1 − OR)]
Confidence Intervals
95% CI for NNT calculated from 95% CI for ARR
If CI for ARR includes zero (non-significant result), CI for NNT passes through infinity
Expressed as: NNT = X (95% CI: Y to infinity to −Z)
Management
Clinical Decision-Making with NNT
Consider NNT in context of disease severity and patient baseline risk
Higher baseline risk → lower NNT (treatment more beneficial)
Balance NNT against NNH for specific side effects
Use NNT for shared decision-making conversations with patients
Integrate NNT with QRISK, FRAX, or other risk calculators for personalised treatment decisions
Relative risk and odds ratio are fundamental measures of association in epidemiological studies, with relative risk used in cohort studies and randomised trials, and odds ratio used in case-control studies, each requiring careful interpretation in clinical context.
PLAB 1 · UKMLA
Key Facts
Relative risk (RR) = risk in exposed / risk in unexposed; measured in cohort studies and RCTs
Odds ratio (OR) = odds of exposure in cases / odds in controls; measured in case-control studies
OR approximates RR when disease prevalence is low (<10%) - the rare disease assumption
RR = 1.0 or OR = 1.0: no association; >1.0: positive association; <1.0: protective association
95% confidence interval crossing 1.0 indicates the result is not statistically significant
RR cannot be calculated from case-control studies (no incidence data available)
Hazard ratio (HR): similar interpretation to RR; accounts for time-to-event; from Cox regression/survival analysis
Absolute measures (ARR, NNT) should always accompany relative measures for clinical interpretation
Overview
Key Facts
RR and OR quantify the strength of association between an exposure and outcome. Correct interpretation requires understanding which study design produces which measure and the limitations of each.
Relative Risk
RR = [a/(a+b)] / [c/(c+d)] from 2×2 table
Measures how many times more (or less) likely exposed individuals are to develop the outcome compared to unexposed
Only valid when incidence can be calculated (cohort studies, RCTs)
RR = 2.0 means exposed group has twice the risk
RR = 0.5 means exposed group has half the risk (50% reduction)
Odds Ratio
OR = (a × d) / (b × c) from 2×2 table
Measures the ratio of odds of exposure in cases vs controls
Can be calculated from case-control studies, cross-sectional studies, and logistic regression
OR approximates RR when disease is rare (<10% prevalence)
OR always overestimates RR when RR >1 and underestimates when RR <1
Hazard Ratio
From Cox proportional hazards regression (survival analysis)
Accounts for time-to-event and censored data
Interpreted similarly to RR
Used in most RCTs with time-to-event outcomes
HR = 0.7 means 30% reduction in hazard (instantaneous rate) at any time point
Confidence Intervals and Statistical Significance
95% CI: range within which the true value lies with 95% probability
If 95% CI for RR, OR, or HR crosses 1.0: NOT statistically significant
Wider CI = less precision (small sample size)
Narrow CI = more precision (large sample size)
Clinical Presentation
Clinical Interpretation Examples
Smoking and lung cancer RR = 15: smokers have 15× the risk of lung cancer
Statins in 4S trial: RR for major coronary events = 0.66 (34% relative risk reduction)
COC and VTE: OR approximately 3-4 (3-4× increased odds of VTE)
ARISTOTLE trial: apixaban vs warfarin HR for stroke = 0.79 (21% reduction in stroke/SE)
Common Mistakes
Using OR when RR is appropriate (and vice versa)
Interpreting RR of 2.0 as '100% will get disease' (it's relative, not absolute)
Confusing statistical significance (p-value/CI) with clinical significance (effect size/NNT)
Failing to consider baseline risk (large RR with tiny baseline risk = tiny absolute difference)
Interpreting association as causation without considering confounding
Differential Diagnosis
Measure
Formula
Study Design
Interpretation
RR
[a/(a+b)] / [c/(c+d)]
Cohort, RCT
Times more likely in exposed
OR
(a×d) / (b×c)
Case-control, cross-sectional
Times higher odds in exposed
HR
From Cox regression
Survival analysis (RCTs, cohorts)
Instantaneous rate ratio
Rate ratio
Incidence rate₁ / Incidence rate₂
Cohort (person-time data)
Rate of events in exposed vs unexposed
Diagnosis / Investigation
When to Use Which Measure
RR: cohort studies, RCTs (where incidence can be calculated)
OR: case-control studies, logistic regression, meta-analyses (can pool ORs)
Health promotion is the process of enabling people to increase control over and improve their health, encompassing individual behaviour change strategies, community development, and population-level policy interventions as defined by the Ottawa Charter.
PLAB 1 · UKMLA
Key Facts
Ottawa Charter (1986) defined five health promotion action areas: build healthy public policy, create supportive environments, strengthen community action, develop personal skills, reorient health services
Health promotion encompasses three approaches: medical/preventive, behaviour change, and empowerment/community development
Behaviour change models: Health Belief Model, Transtheoretical Model (stages of change), Social Cognitive Theory, COM-B model
NICE PH6 and related guidance provide evidence for behaviour change interventions in primary care
Making Every Contact Count (MECC): brief opportunistic health promotion at every healthcare interaction
Social determinants of health (Dahlgren-Whitehead model): socioeconomic, cultural, environmental conditions are the most powerful determinants
Proportionate universalism (Marmot Review): universal services with intensity proportionate to need
Inverse care law (Tudor Hart, 1971): availability of good medical care varies inversely with population need
Overview
Key Facts
Health promotion goes beyond individual behaviour change to address the wider determinants of health. It combines education, environmental modification, and policy change to improve population health and reduce health inequalities.
Health inequalities are systematic, avoidable differences in health outcomes between population groups arising from unequal distribution of social, economic, and environmental determinants, with the most deprived communities experiencing significantly worse outcomes across nearly all measures.
PLAB 1 · UKMLA
Key Facts
Life expectancy gap: approximately 9 years for men and 7 years for women between the most and least deprived areas in England
Healthy life expectancy gap: approximately 19 years between most and least deprived
Marmot Review (2010) and Marmot Review 10 Years On (2020) documented the social gradient in health
Social determinants account for approximately 50-60% of health outcomes; healthcare contributes approximately 10-20%
Inverse care law (Tudor Hart, 1971): those with greatest health need have least access to healthcare
Core20PLUS5 (NHS England): targets the most deprived 20% + inclusion health groups for 5 clinical areas
Inclusion health groups: homeless, Travellers, sex workers, refugees, people with learning disabilities - experience the worst health outcomes
Proportionate universalism: delivering universal services with intensity proportional to need
Overview
Key Facts
Health inequalities are differences in health outcomes that are systematic, socially produced, and avoidable. They reflect broader societal inequalities and represent a major challenge for the NHS and public health system.
Key Frameworks
Dahlgren-Whitehead model: layers of influence from individual to societal
Marmot Review (2010): six policy objectives to reduce health inequalities
Acheson Report (1998): first comprehensive UK government review of health inequalities
Black Report (1980): identified social class gradient in health; controversial suppression by government
Higher rates of mental health conditions coexisting with physical disease
Poorer access to and experience of healthcare services
Examples of Health Inequalities
Cardiovascular disease: mortality rate 60% higher in most deprived quintile
Cancer: lung cancer incidence 3× higher in most deprived; later stage at diagnosis
Diabetes: T2DM prevalence 2× higher in most deprived areas
Mental health: depression and anxiety rates 2× higher in lowest income group
COVID-19: mortality rate 2× higher in most deprived areas; 2-4× higher in some ethnic minority groups
Maternal health: maternal mortality 5× higher in Black women vs White women in UK
Differential Diagnosis
Determinant
Contribution to Health
Examples
Social and economic factors
~40-50%
Income, education, employment, housing
Health behaviours
~30%
Smoking, diet, alcohol, exercise
Healthcare access and quality
~10-20%
NHS provision, preventive care, treatment
Physical environment
~5-10%
Air quality, housing quality, green space
Genetics/biology
~10-20%
Age, sex, inherited conditions
Diagnosis / Investigation
Measuring Health Inequalities
Index of Multiple Deprivation (IMD): composite measure of area deprivation (income, employment, education, health, crime, barriers to housing, living environment)
Slope index of inequality: measures absolute gap in health between most and least deprived
Relative index of inequality: measures relative gap
PHE Fingertips tool: interactive data on health outcomes by area and deprivation
JSNA (Joint Strategic Needs Assessment): local population health assessment
Equity Audit
Examines whether services are distributed proportionate to need
Examples: screening uptake by deprivation quintile, vaccination coverage in minority groups
Management
Marmot Review Policy Objectives (2010)
Give every child the best start in life
Enable all children, young people, and adults to maximise their capabilities
Create fair employment and good work for all
Ensure a healthy standard of living for all
Create and develop healthy and sustainable places and communities
Strengthen the role and impact of ill health prevention
NHS Approaches
Core20PLUS5: target most deprived 20% + inclusion health groups for: maternity, severe mental illness, chronic respiratory disease, early cancer diagnosis, hypertension case-finding
Anchor institutions: NHS as a major employer can address local economic and social determinants
Population health management: using data to identify and target at-risk populations
Social prescribing: linking patients with community resources
Personalised care: shared decision-making, health coaching, supported self-management
GP Practice Actions
Practice-level equity audit of chronic disease management
Targeted outreach for screening and vaccination
Enhanced access for deprived populations
Training in health literacy and culturally sensitive care
Advocacy for patients and communities
Participation in local health inequality programmes
Prognosis
Without action, health inequalities are widening in the UK (Marmot Review 10 Years On, 2020)
Life expectancy improvements have stalled since 2010, with declines in most deprived areas
COVID-19 exacerbated existing health inequalities
Integrated care systems (ICS) offer opportunity for place-based population health approaches
Evidence shows early years investment is the most effective long-term strategy
Cost of health inequalities estimated at £31-33 billion/year to the NHS and £60 billion to the wider economy
Other Relevant Information
Core20PLUS5 Clinical Areas
Clinical Area
Target
Maternity
Reduce maternal mortality in most deprived
Severe mental illness
Improve physical health checks
Chronic respiratory disease
Improve spirometry and inhaler technique
Early cancer diagnosis
Increase screening uptake in deprived areas
Hypertension case-finding
Increase detection and treatment in deprived areas
An outbreak is two or more linked cases of an infectious disease, and investigation follows a systematic approach of confirmation, description, hypothesis generation, and implementation of control measures, coordinated by public health teams with mandatory notification requirements.
PLAB 1 · UKMLA
Key Facts
An outbreak is defined as ≥2 linked cases of the same illness, or 1 case of certain serious diseases (e.g. diphtheria, rabies, viral haemorrhagic fever)
Outbreak investigation steps
confirm outbreak
establish case definition
describe (time, place, person)
generate hypotheses
test hypotheses
implement control
communicate
evaluate
Epidemic curve: graphical display of cases over time; shape indicates source type: point source (single peak), continuous (plateau), propagated (successive waves)
Case definition: clinical criteria + time/place/person criteria used consistently to identify cases
Attack rate = cases / population at risk × 100; used to identify common exposures in food-borne outbreaks
Notifiable diseases: clinicians have a statutory duty to notify the local authority proper officer (usually CCDC) of suspected notifiable diseases
Outbreak Control Team (OCT): multidisciplinary team including CCDC, microbiologist, environmental health, communications
Common UK outbreaks: norovirus (care homes), Salmonella/Campylobacter (food-borne), measles (low vaccine uptake communities), TB (institutional settings)
Overview
Key Facts
Outbreak investigation is a core public health competency. Rapid identification, investigation, and control of outbreaks prevents further cases and protects public health. The principles apply to all infectious disease outbreaks.
Steps of Outbreak Investigation
Confirm the outbreak: verify diagnosis, confirm excess above expected baseline
Establish case definition: clinical and epidemiological criteria (confirmed, probable, possible)
Identify and count cases: active case finding, line listing
Describe: person (age, sex, risk factors), place (mapping), time (epidemic curve)
Generate hypotheses: from descriptive epidemiology, interviews, environmental assessment
Test hypotheses: analytical study (cohort or case-control), microbiological investigation
Implement control measures: source control, transmission prevention, population protection
Communicate: risk communication to public, media, healthcare professionals
Evaluate and report: outbreak report, lessons learned
Outbreak Team Members
Consultant in Communicable Disease Control (CCDC)
Microbiologist
Environmental Health Officer
Infection prevention and control team
Communications officer
Other specialists as needed (food safety, water, veterinary)
Legal Framework
Health Protection (Notification) Regulations 2010: list of notifiable diseases
Public Health (Control of Disease) Act 1984 (amended 2008): powers to investigate and control
UK Health Security Agency (UKHSA) provides national coordination
Clinical Presentation
Epidemic Curve Patterns
Point source: all cases exposed at same time; bell-shaped curve; incubation period determines timing
Notifiable diseases are infections that must be reported to the local authority proper officer by the attending registered medical practitioner, enabling public health surveillance, outbreak detection, and timely implementation of control measures.
PLAB 1 · UKMLA
Key Facts
Notification is a statutory duty under the Health Protection (Notification) Regulations 2010 in England
The registered medical practitioner with clinical suspicion must notify - laboratory confirmation is NOT required
Notification goes to the local authority proper officer (usually the Consultant in Communicable Disease Control)
Urgent notification (by phone) required for certain high-risk diseases; routine notification (written, within 3 days) for others
There are 33 notifiable diseases in England (list includes measles, meningococcal disease, food poisoning, TB, cholera, plague, viral haemorrhagic fever)
Laboratory reporting to UKHSA via SGSS is a separate parallel system; does not replace clinical notification
Notification enables surveillance, outbreak detection, contact tracing, and population-level control measures
Failure to notify is a criminal offence; penalty up to £200 fine
Overview
Key Facts
Notification of infectious diseases is a cornerstone of public health surveillance. It enables early detection of outbreaks, implementation of control measures, and monitoring of disease trends. The duty to notify rests with the clinician who suspects the diagnosis.
Legal Basis
Health Protection (Notification) Regulations 2010
Public Health (Control of Disease) Act 1984 (amended 2008)
Applies to England; similar regulations in devolved nations
Notification Process
Clinician suspects notifiable disease
Notify local authority proper officer (usually CCDC via local health protection team)
Urgent diseases: notify immediately by phone
Routine diseases: written notification within 3 days
Include: patient demographics, diagnosis, date of onset, relevant risk factors
Laboratory confirmation is NOT required for notification
Purpose of Notification
Surveillance: monitoring disease trends, detecting changes in incidence
Environmental health encompasses the assessment, correction, and prevention of environmental factors that can adversely affect human health, including air and water quality, housing, food safety, radiation, climate change, and occupational exposures.
PLAB 1 · UKMLA
Key Facts
Air pollution is estimated to cause 28,000-36,000 premature deaths/year in the UK; PM2.5 is the most harmful pollutant
Clean Air Act 1956 (following Great Smog of London 1952) was landmark UK environmental health legislation
Water quality is regulated under the Water Supply (Water Quality) Regulations; E. coli and Cryptosporidium are key pathogens monitored
Housing conditions (damp, cold, overcrowding) are major determinants of health; estimated to cost the NHS £1.4 billion/year
Climate change is recognised by WHO as the greatest health threat of the 21st century
Radon: naturally occurring radioactive gas; second leading cause of lung cancer after smoking; high levels in parts of Southwest England
COMEAP (Committee on the Medical Effects of Air Pollutants) advises UK government on air pollution health effects
Environmental Health Officers (EHOs) enforce regulations on food safety, housing, noise, pollution at local authority level
Overview
Key Facts
Environmental health is a broad discipline addressing the interaction between human health and the physical, chemical, and biological environment. Environmental factors are estimated to contribute to 23% of global disease burden.
Key Environmental Health Domains
Air quality: outdoor (particulate matter, NO₂, ozone) and indoor (radon, CO, mould spores)
Water and sanitation: drinking water quality, sewage treatment, waterborne disease
Global health addresses health challenges that transcend national boundaries, focusing on achieving health equity worldwide through tackling infectious diseases, non-communicable diseases, maternal and child health, and the social and commercial determinants of health.
PLAB 1 · UKMLA
Key Facts
Sustainable Development Goals (SDGs): 17 goals adopted by UN in 2015; SDG 3 = ensure healthy lives and promote well-being for all at all ages
Global disease burden: non-communicable diseases (NCDs) now cause 74% of all deaths worldwide; infectious diseases remain dominant in low-income countries
Leading causes of death globally: ischaemic heart disease, stroke, COPD, lower respiratory infections, neonatal conditions
Maternal mortality: approximately 287,000 maternal deaths/year globally; 94% in low and lower-middle income countries
Under-5 mortality: approximately 5 million deaths/year; leading causes are pneumonia, diarrhoea, malaria, neonatal complications
Universal Health Coverage (UHC): ensuring all people have access to needed health services without financial hardship
WHO is the lead UN agency for global health; coordinates International Health Regulations (IHR)
Climate change, antimicrobial resistance, and pandemic preparedness are the three greatest global health threats of the 21st century
Overview
Key Facts
Global health is concerned with improving health and achieving health equity for all people worldwide. It addresses issues that transcend national borders and require international cooperation.
Global Disease Burden
DALYs (Disability-Adjusted Life Years): composite measure of years of life lost + years lived with disability