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Introduction

Bias and Confounding

Why associations aren't always causal

The Hidden Traps

A study finds that patients who receive Treatment A have better outcomes than those who receive Treatment B. Case closed?

Not so fast. What if the patients who got Treatment A were healthier to begin with? What if the sicker patients were more likely to drop out? What if the researchers only measured outcomes they expected to be different?

Bias and confounding are the two main reasons an observed association might not reflect a true causal relationship.

Learn to spot them, and you'll never be fooled by a headline again.

Types of Bias

Bias is a systematic error that distorts results in one direction. Here are the big three.

Selection Bias

The patients in your study aren't representative of the population you're trying to study.

Example: Studying complications of a procedure at a tertiary referral center. Your patients are sicker and more complex than typical patients, so your complication rates will be higher than community hospitals.

Information Bias

The data you collect is systematically inaccurate or incomplete.

Example: Asking patients to recall their diet from 10 years ago. Patients with cancer may search their memory harder for "unhealthy" behaviors than healthy controls (recall bias).

Attrition Bias

Patients who drop out of a study are systematically different from those who stay.

Example: In a drug trial, patients who experience side effects may drop out early. If you only analyze completers, the drug looks safer than it really is.

Bias can make an ineffective treatment look effective, or a harmful treatment look safe. And unlike random error, bias doesn't get better with a larger sample size.

Confounding

A confounder is a third variable that distorts the relationship between your exposure and outcome.

Classic Confounding Structure
Confounder
Exposure
?
Outcome

The confounder is associated with both the exposure and the outcome, creating a spurious association.

Classic Example: Coffee and Lung Cancer

Early studies found that coffee drinkers had higher rates of lung cancer. Did coffee cause cancer?

No. Coffee drinkers were more likely to smoke. Smoking was the confounder. It was associated with both coffee drinking (exposure) and lung cancer (outcome).

Once you account for smoking, the coffee-cancer association disappears.

For a Variable to Be a Confounder, It Must:

1 Be associated with the exposure
2 Be associated with the outcome (independent of the exposure)
3 NOT be on the causal pathway between exposure and outcome

RCTs solve confounding through randomization. In observational studies, you must identify and adjust for confounders. If you miss one, your results may be wrong.

Spotting Problems

How to identify bias and confounding when reading a paper.

"How do I know if there's selection bias?"

Look at Table 1. Compare the study population to typical patients. Are they older, sicker, from a single center? Ask: would these results apply to my patients?

"How do I know if there's information bias?"

Ask how data were collected. Prospective measurement is more reliable than retrospective chart review. Objective measures (lab values) are more reliable than subjective ones (pain scores recalled months later).

"How do I know if confounding is a problem?"

Look at baseline characteristics. If the treatment groups differ in important ways (age, comorbidities), those differences could explain the outcome. Did the authors adjust for them?

"The authors say they 'controlled for' confounders. Is that enough?"

Not always. You can only control for confounders you measured. Unmeasured confounding (e.g., socioeconomic status, health-seeking behavior) can still bias results. Statistical adjustment doesn't fix design flaws.

The Fundamental Problem

In observational studies, patients who receive different treatments are often different in ways that affect outcomes. No amount of statistical adjustment can fully overcome this.

This is why we do RCTs when we can.

Exercise: Identify the Problem

Read each scenario and identify the type of bias or confounding.

Question 1 of 8

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Bias and Confounding

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Key Takeaways

  • Selection bias: Study patients aren't representative of the target population
  • Information bias: Data collection is systematically flawed (recall bias, measurement error)
  • Attrition bias: Dropouts differ systematically from completers
  • Confounding: A third variable creates a spurious association between exposure and outcome
  • RCTs solve confounding through randomization; observational studies must adjust for it
  • You can't adjust for what you didn't measure. Unmeasured confounding is always a threat.

When reading any observational study, ask: What are the potential sources of bias? What confounders might explain this association?