Equations etc Flashcards

(30 cards)

1
Q

Define sensitivity

A

true positives rate

“how good is this test at picking up people who have the condition (the true positives)?”

“probability of a positive test in patients with disease”

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2
Q

Sensitivity equation

A

a/(a+c)

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3
Q

Define specificity

A

the true negatives rate

“how good is this test at picking up people who do not have the condition”

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4
Q

Specificity equation

A

d/(d+b)

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5
Q

Define PPV

A

the proportion of people with a positive test who have the target disorder

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6
Q

PPV equation

A

a/(a+b)

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7
Q

Define NPV

A

the proportion of people with a negative test who do not have the target disorder

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8
Q

NPV equation

A

d/(d+c)

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9
Q

Define likelihood ratio +

A

indicates how much more likely a positive test to be found in a person with, as opposed to without, the condition

probability of a POSITIVE test in patients WITH DISEASE/probability of a POSITIVE test in patients WITHOUT the disease

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10
Q

Likelihood ratio + equation

A

sens/(1-spec)

i.e sensitivity = probability of a positive test in patients with the disease (true positives)

since specificity if the probability of a negative test in patients without disease (true negatives), 1-specificity will give the probability of a positive test in those without the disease

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11
Q

Define likelihood ratio -

A

indicates how much more likely is a negative test to be found in a person without, as opposed to with, the condition

probability of a negative test in patients WITH disease/probability of a negative test in patients WITHOUT disease

therefore:

(1-sensitivity)/specificity

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12
Q

Likelihood ratio - equation

A

(1-sens)/spec

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13
Q

Define prevalence

A

the overall proportion of a population who suffer from the condition. Prevalence = incidence X duration (when incidence is approx stable over duration)

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14
Q

Prevalence equation

A

(a+c)/(a+b+c+d)

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15
Q

Experimental Event Rate (EER) equation

A

a/(a+b)

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16
Q

Control event Rate (CER) equation

17
Q

Define absolute risk reduction

A

the absolute difference in the rates of events between the two groups

18
Q

ARR equation

19
Q

Define number needed to treat

A

the number of patients you need to treat to prevent one additional bad outcome; always rounded UP to the nearest whole number

20
Q

NNT equation

21
Q

Define relative risk (aka risk ratio)

A

how many times more likely it is that an event will occur in the intervention group relative to the control group

22
Q

Risk ratio equation

23
Q

define relative risk reduction

A

the reduction in rate of the outcome in the intervention group relative to the control group

24
Q

RRR equation

A

(CER-EER)/CER

25
Odds Ratio equation (for case control study)
"cross products" ad/bc in the table, you get the disease vs. non disease state on the top, and the exposure versus no exposure on the side. i.e if you have 100 people who smoked, and 90 now have lung cancer and 10 dont; and 100 people who never smoked, and 10 of them have lung cancer and 90 dont. it would be "lung cancer yes or no" on the top and "smoking yes or no" down the left hand side. cross multiply and divide, and you get the odds ratio in this case, the odds ratio (which works out to be 81) states that if you have lung cancer you are 81X more likely to have smoked than if you dont have lung cancer
26
What is a type I error
rejection of a null hypothesis that is true
27
what is a type II error
failure to reject a null hypothesis that is false
28
What is the confidence interval?
the confidence level sets the boundaries of a confidence interval, that is conventionally set at 95% to coincide with the 5% convention of statistical significance in hypothesis testing
29
what is a p value?
a summary statistic representing the probability that results happened because of chance--a p value less than 0.05 means that the chances of the result occurring due to chance is less than 5%
30
RR
relative risk, or risk ratio expresses how many times more (or less) likely an exposed person DEVELOPS AN OUTCOME relative to an unexposed person RR= (incidence of outcome with exposure)/(incidence of outcome without exposure) RR = 1 then there NO risk of the outcome RR > 1 then greater risk of outcome in exposed persons RR