Last min stats cards Flashcards

1
Q

for asymmetrical tests what short of stats should be used

A

stats which are insensitive to extreme values

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2
Q

SE

A

tells us how far on average the sample estimates of the mean would be from the true mean, if you carried out this study a large number of times , using different samples of the same size from the same population

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3
Q

Odds=

A

number of positive cases/ number of negative cases

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4
Q

Odds ratio

A

Odds in group 1/ Odds in group 2

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5
Q

define Odds

A

the ratio of likeliness of an event happening compared to the likelihood to it not happening
- can range from 0- infinity

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6
Q

define risk

A

the probability of having a disease in a group

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7
Q

risk=

A

no. of people with disease/ total number of population

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8
Q

Odds- ratios

A

odds/ odds

e.g. odds that disease group exposed/ odds that control group exposed

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9
Q

risk ratio

A

probability/ probability

e.g. probability of outcome if on drug/ probability of outcome not on drug

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10
Q

when can odds ratios be used

A

case-control

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11
Q

when can risk ratio be used

A

cohort/ act (agRRrrrr- group of pirates)

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12
Q

RR or OR = 1

A

no difference

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13
Q

risk difference

A

absolutely difference
0= no difference
- difference between score in group

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14
Q

non parametric stat compare

A

entire distributions instead of means

- insensitive to extreme values

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15
Q

Mann- whitney

A

non-parametric test used to quantify differences in distributions between two group

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16
Q

wilcoxon

A

non-parametric test used to quantify differences in distributions between two paired groups

17
Q

Kruskall wallis

A

non-parametric test used to quantify differences in distributions between more than three independent groups

18
Q

Friedmen

A

non-parametric test used to quantify differences in distributions between more than three paired groups

19
Q

positives of non-parametric

A
  • can be used when data is skewed/ asymmetric
  • can be used for smaller sample sizes
  • provides similar p values to parametric tests
20
Q

negatives of non-parametric

A
  • doesn’t compare means, but total distributions
  • no means, p-values or CIs provided
  • less sensitive to extreme variables
21
Q

correlation

A

the extent to which one variable is associated with another variable
- how much one variable relies on the other

22
Q

pearsons

A

parametric

23
Q

spearmint

A

non-parametric

24
Q

persons is a

A

correlation coeffieicinet which quantifies the strength of association between two variables which have a linear relationship

25
Q

spearmint is a

A

correlation coefficient which quantifies the strength of association between two variables which have a non-linear relationship

26
Q

R2 is the

A

coefficient of determination and quantifies the proportion o f variation in one variable which can be used to explained another rvariable

27
Q

regression is a

A

mathematical equation used to describe the linear relationship between quantitative outcome and quantitive predictors

28
Q

regression equation

A

outcome= a x b x predictor

29
Q

a

A

constant= intercept

- mean value of outcome when predictor is zero

30
Q

b

A

slope

- predicted increase int he outcome for each one unit increase in the predictor

31
Q

regression assumptions

A

linear regression
residuals are normally distributed
homoscedasticity ( constant variance)

32
Q

homoscedasticity

A

variability in the residuals is the same across the predicted values

33
Q

chi squared

A

parametric

  • needs at least 40 participants
  • or if between 20-39, if 5 values in each cell
34
Q

if assumptions don’t apply to chi squared

A

fishers exact test

35
Q

assumptions of fishers

A
  • non parametric
  • fewer than 20
  • less than 5 in each box if between 20-39