Biostats ABC Flashcards

1
Q

Power analysis explained

A

4 components

  • 3 are known and your solving for one that is not
    1) effect size
    2) significance level =type 1 error= alpha=probability of finding an effect that is not there = typical 0.05 (5%) (most similar to p-value)
    3) power= beta= type 2 error= probability of finding no effect that actually is there = failing to reject the null = typically 0.2 (80% chance of identifing)
    d) sample size (n) - what you are solving for
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2
Q

how do you calculate effect size

A

estimated from literature

clinical significance?

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3
Q

why use case control

A

rare outcomes

retrospective

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4
Q

why use cohort

A

start with exposure

can be prospective or retrospective

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5
Q

accurate

A

free of error or bias

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6
Q

Precise

A

minimal effects from chance

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7
Q

types of bias

A

recall
reporting - subjects in one group more likely to report prior events
selection (food diary)
inter/intra observer

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8
Q

confounding variable

A

when a characteristic or variable is not distributed the same in the study vs the control (chance or bias)

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9
Q

sensitivity

A

of everyone with the disease this % will test positive

True positive/all with disease
A/A+C
Disease on top
exposure/test on sides

Does not change with prevelance

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10
Q

specificity

A

of everyone without the disease this % will test negative

true neg/all negative
D/B+D

of all the patient’s without a disease x% had a negative test

does not change with prevelance

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11
Q

PPV

A

if the test is positive the chance the patient actually has the disease
- increases with prevalence
A/A+B

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12
Q

NPV

A

the probability that if the test is negative the subject actually does not have the disease

D/D+C
- decreases with prevalence

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13
Q

ROC curve

A

x axis- rate of false positive (1-specificity(true negative))
y- axis rate of true positive (sensitivity)

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14
Q

two types of experimental studies

A

randomized/non-randomized

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15
Q

two type of observational studies

A

analytical vs descriptive
cohort
case control
cross section

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16
Q

cross-sectional study

A

looks a prevelance and not incidence

temporal relationship can be unclear

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17
Q

stats for cohort study

A

true incidence rate
attributable risk
relative risk

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18
Q

case control studies

A

careful of control group and recall bias
can only calculate odds ratio - when outcome is rare it is very similar to rr

consider more stringent inclusions to ensure less confounding (preeclampsia with severe features requiring delivery vs preelcampsia)

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19
Q

major problem with non-randomized experimental studies

A

selection bias

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20
Q

radomized controlled trials plus and minus

A

avoid confounding and selection bias

external validity can be a concern -volunteers can be different from the population

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21
Q

ratio

A

numerator is not included in the denomator

MMR

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22
Q

proportion

A

numerator is included in the denomator
-prevalance (proportion)

dimensionless

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23
Q

Rate

A

numerator is included in the denomator and takes into consideration time
- incidence rate

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24
Q

relative risk

A

Frequency of the outcome in an exposed group / frequency of he outcome in the unexposed

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25
Q

odds ratio

A

case control- odds of exposure among the cases/ odds of exposure in controls

cohort/cross sectional/RCT
- ratio of the odds in favor of the disease in the exposed vs unexposed. indicate the RR when the prevelance of the outcome is <5-10%

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26
Q

what is confidence interval

A

precision of study results.

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27
Q

discriptive- ecological correlational studies

A

look for associations - trend analysis, healthcare planning, hypothesis generation

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28
Q

correlation studies

A

measure the association between exposure and outcome with the correltation coefficient r

  • can not address causation, can not control for confounding
29
Q

informational bias

A

incorrect determination of exposure outcome or both

-misclassification

30
Q

3 types of bias

A

selection - berkson-
(different management when expsoure is known, Neyman- selection inherently excludes pts, unmasking, nonrespondent )

informational - observation, classification, or measurement- ascertainment bias, recall,

confounding

31
Q

control for confounding

A

restriction- decreased external vaildity

matching- difficult recruitment, can not measure the effect of confounder

stratification- post hoc restriction - mantel haenszel - if it differs from the crude effect than confounding is present - multi variate logistic regression

32
Q

what does the p value measure

A

chance - type 1 error- false positive

33
Q

2 risks that an association is not causal when statistical significance is met

A

bogus- bias
indirect- confounding
or real!

34
Q

causal criteria

A
cause is before effect 
strong associations ( RR >3, OR >4) 
consistency
dose response 
specificity of association (only one outcome)
biologic plausability 
experimental evidence 
analogy (similar to other associations)
35
Q

nested case- control

A

within a cohort

36
Q

what type of study is a before after study

A

most like cohort

37
Q

stats in cohort studies

A

RR
hazard ratio (cox proportional hazard-dicotomous results )
survival curves (Kaplan Meier-log rank compares curves)
incidence rate

38
Q

bias in cohort

A

exposure status can change( may want to quantify exposure)
loss to follow-up
likely selection bias

39
Q

Interval / ordinal /nominal

A

Interval - scale
ordinal- descrite numerals
nominal- yes/no

40
Q

unpaired t test

A

interval
normal distrobution
2 groups
independent

41
Q

paired t test

A

interval
normal
2 groups
dependent

42
Q

ANOVA

A

Interval
normal
> 2 groups
independent

43
Q

repeated measure ANOVA

A

interval
normal
>2 groups
dependent

44
Q

wilcoxon signed rank test/ sign test

A

ordinal (or non-parametric (non-normal))
2 groups
dependent

45
Q

mann whitney/ wilcoxon rank sum

A

ordinal (or non-parametric (non-normal))
2 groups
independent

compares medians

46
Q

kruskal- wallis test

A

ordinal (or non-parametric (non-normal))
>2 groups
independent

47
Q

Friedman two way anova

A

ordinal (or non-parametric (non-normal))
> 2 groups
related

48
Q

Chi-square/ fishers exact (small numbers)

A

nominal / categorical
independent
2 or more groups

with any proportion

49
Q

chocharn Q

A

nominal /categorical
dependent
> 2 groups

50
Q

McNemar Chi Square

A

nominal /categorical
dependent
2 groups

51
Q

shapero wilks

A

tests for normalicy in data

52
Q

prevelance

A

how many people have something

53
Q

incidence

A

how many people got something that were at risk for it ( didn’t have it before)

54
Q

will odd ratio over estimate or under estimate RR

A

over estimate
odd of exposure in cases/odds of exposure in control

A/C odds of those with disease/
B/D odds of those without disease

Odd ratio of 1 - same risk
Odd ratio <1- protective
odd ratio >1- increases risk

55
Q

relative risk (incidence)

A

incidence of diease in those exposed A/A+B
divide by
incidence of diease in those not exposed C/ C+D

RR 1- no association
RR 2- double risk
RR .5- half the risk

56
Q

Number needed to treat

A

1/attributable relative risk - Number needed to treat

57
Q

Positive likelihood ratio

A

sensitivity/1-specificity

True positive/false positive

58
Q

negative likelihood ratio

A

1- sensitivity/specificity

false negative /true negative

59
Q

STOBE guidelines are used for

A

cross sectional

case control

60
Q

CONSORT is used for what studies

A

RCT

61
Q

PRISMA is used for what studies

A

metaanalysis

62
Q

important stat for metaanalysis

A

measures of consistance

63
Q

power is

A

1-beta

64
Q

population attributable risk

A

Incidence in exposed- incidence in unexposed

65
Q

statistical test for association between 2 continous variables

A

linear regression

66
Q

statistical test for association between 2 categorical variables

A

pearson’s correlation coefficient

67
Q

statistical test for association between 2 non-parametric variables

A

spearman’s rank correlation

68
Q
models for analysis 
continous
binary (categorical) 
count
survival time
A

continous- linear regression
binary (categorical) - logistic regression
count- poisson regression
survival time- cox proportional hazards regression