Biostatistics Flashcards

1
Q

Cross-sectional study

A

What is happening at a particular point in time? Good for determining disease prevalence and risk factors.

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2
Q

Case-control study

A

What happened in the past? Compares a group with disease to a matched group without disease and searches for associations. Calculate Odds Ratio (OR).

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3
Q

Cohort study

A

Can be prospective (Who will develop disease?) or retrospective (Who developed disease?). Compares a group with a certain exposure/risk to a group without that exposure and asks who developed or will develop disease? Calculate Relative Risk (RR).

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4
Q

Phase I of drug trial

A

Small number of healthy volunteers. Is it safe?

Assesses safety, toxicity, pharmacokinetics.

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5
Q

Phase II of drug trial

A

Small number of patients with the disease of interest. Does it work?

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6
Q

Phase III of drug trial

A

Large number of patients randomly assigned either to treatment or to best available treatment (standard of care). Is it as good as or better?

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7
Q

Phase IV of drug trial

A

Post-marketing surveillance of patients after treatment FDA approved. Can it stay? Detects rare or long-term adverse effects.

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8
Q

Evaluation of diagnostic tests for sensitivity and specificity

A

———Dz+ Dz-
Test+ TP (a) | FP (b)
Test- FN (c) | TN (d)

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9
Q

Sensitivity

A

= a/a+c

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10
Q

Specificity

A

= d/b+d

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11
Q

Positive predictive value (PPV)

A

= a/a+b = true positive/all positives

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12
Q

Negative predictive value (NPV)

A

= d/c+d = true negative/all negatives

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13
Q

Contingency table for quantifying risk

A

——–Dz+ Dz- (Disease/outcome)
Ex + a b
Ex - c d
(Exposure/Risk factor/Intervention)

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14
Q

Odds Ratio (OR)

A

= (a/c)/(b/d)= ad/bc
=Odds that the cases were exposed to risk versus the controls.
Used for case-control studies.

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15
Q

Relative Risk (RR)

A

= [a/(a+b)] / [c/(c+d)]
= Risk of developing dz in the exposed group/ risk of developing dz in the unexposed group.
Used for cohort studies.
IF prevalence of disease is low, then OR approximately equals RR.
RRR= 1-RR

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16
Q

Attributable risk (Absolute Risk Increase)

A

= [a/(a+b)] - [c/(c+d)]
= The difference in risk between the exposed group and unexposed group (or the difference in risk attributable to the exposure).
Used to calculate the NNH.

17
Q

Relative risk reduction (RRR)

A

= 1 - RR
= 1- [a/(a+b)] / [c/(c+d)]
= Proportion of risk reduction attributable to the intervention.

18
Q

Absolute Risk Reduction (ARR)

A

= [c/(c+d)] - [a/(a+b)]
= The difference in risk between the unexposed group and the exposed group (or the difference in risk attributable to the intervention).
Used to calculate the NNT.

19
Q

Number Needed to Treat (NNT)

A

NNT = 1/ Absolute Risk Redution

= the number of patients that need to undergo an intervention for 1 patient to benefit.

20
Q

Number Needed to Harm (NNH)

A

NNH = 1/ Attributable Risk

= the number of patients that need to be exposed to a risk factor (or intervention) for 1 patient to be harmed.

21
Q

Incidence

A

= # new cases in a time period/# of ppl at risk

22
Q

Prevalence

A

= # existing cases at one point in time/ # of ppl at risk

23
Q

True negative

A

=Specificity * # pts without disease

= [d/b+d]*(b+d)

24
Q

True positive

A

=Sensitivity * # pts with disease

=[a/a+c] *(a+c)

25
Q

Positive likelihood ratio

A

=Sensitivity/ (1 - Specificity)

26
Q

Negative likelihood ratio

A

=(1 - Sensitivity)/Specificity

27
Q

95% Confidence Interval

A

= mean +/- 1.96 *SD/sqrt(n)

28
Q

Type I error

A

Occurs when research rejects the null hypothesis (finds a difference), but the null hypothesis is true (there is no real difference). Aka a FALSE POSITIVE ERROR.

29
Q

Alpha

A

The probability of making a Type I error

30
Q

Type II error

A

Occurs with research fails to reject a null hypothesis (find a difference), but the null hypothesis is false (there is a real difference). Aka a FALSE NEGATIVE ERROR.

31
Q

Beta

A

The probability of making a Type II error. Power of a study = 1 - beta

32
Q

Statistical power

A

= (1 - beta). It represents a study’s ability to detect a difference (reject the null hypothesis) when on truly exists. Power is typically set at 80% and depends on the sample size and difference between outcomes.