SPMM - Statistics Flashcards

1
Q

What is the coefficient of variation useful for?

A

Comparing variations of two or more different variables

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2
Q

How is degrees of freedom calculated in chi square statistics?

A

df = (number of rows - 1) x (number of columns - 1)

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3
Q

What does chi square test?

A

Observed vs expected proportions

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4
Q

What does cox’s proportional hazards test asses?

A

If survival time (continuous) is affected by one or several predictors

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5
Q

What type of data does ANOVA use?

A

ANOVA assess for differences in a continuous dependent variable (interval or ratio) based upon several categorical (nominal or ordinal)

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6
Q

When would McNemar test be used?

A

Dependent is dichotomous
Independent is categorical

Similar to paired t test but for dichotomous rather than continuous dependent variable
Like Chi Square but for paired + non-parametric

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7
Q

In a logistic regression how may a chi square be useful?

A

Allows to test the null hypothesis that all covariates in a logistic regression are 0

A significant result suggests that one of the covariates is significantly associated with the dependent variable

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8
Q

When is Wilcoxon test used?

A

For ordinal paired data that is non-normally distributed
- Two types exist wilcoxon rank sum for larger samples
- Wilcoxon sign for smaller ones

Both calculated by converting data into ranks and summing the positive and negative ranks in a table

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9
Q

When is a log rank test used?

A

To see if survival differs significantly between two groups

Assess significant differences from the null hypothesis which is the probability of death between groups is equal

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10
Q

How do independent groups t test and Mann Whitney U tests differ?

A

Independent groups/unpaired t test - if the data is normally distributed and continuous

Mann Whitney U - non-parametric for not normally distributed data OR ordinal data as this would utilise medians rather than testing of means

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11
Q

Name the assumptions of chi square?

A

All expected values in each cell have a count = 1 (no cell expected value of < 1)
At least 80% of total cells have a count = 5

Independent groups
Data must be counts or frequencies rather than proportions or percentages
All subjects can only contribute to one cell/data point
Categorical data (can be ordinal - interval/ratio would need to be converted)

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12
Q

When may weighted kappa be chosen > Cohen’s kappa for inter-rater reliability?

A

Ordinal data - it takes into account degree of disagreement and frequencies of disagreement

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13
Q

What method corrects/adjusts for multiple comparisons?

A

Bonferroni correction - it is rigorous and strict and may lead to false negatives

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14
Q

What is censored data in kaplan meier survival curves?

A

Events that occur after the period witnessed.

In Kaplan meirer survival curves may only plot until 50% of the sample reach outcome of interest (median survival time)

For the remaining 50% of participants who don’t reach the outcome in the study period but may reach it after this data is referred to as censored data

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15
Q

Describe when a one-way ANOVA would be used?

A

One categorical independent variable (N-way ANOVA is where there is N number of categorical independent variable)

Dependent variable is continuous

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16
Q

Spearman’s rank correlation may be chosen over pearson’s if?

A

Discrete data
Continuous but non-parametric

17
Q

How does stepwise, backward and forward regression analysis differ?

A

Stepwise:
- Start with ones which are least statistically significantly associated with the outcome - from here more statistically significant are added
- Disadvantage is that clinically relevant variables may not be statistically significant

Forward:
- Construct the regression with just independent and dependent variables
- Add each covariate - if the regression coefficient of a previously added covariate changes then the covariate must be a confounder and is retained (if not it is discarded)

Backward:
- Starts with the full model and removes each covariate depending on changes seen in the regression coefficients

18
Q

How is kappa calculated?

A

Observed agreement beyond chance / potential agreement beyond chance (takes into account some agreements may be chance)

19
Q

How is observed agreement calculated?

A

No. observed agreement of presence + No. of observed agreement of absence

/

Total number of presence + total number of absence

20
Q

What does R2 in regression models mean?

A

Coefficient of determination - the amount of variation in a model that is account for by the regression model

21
Q
A
22
Q
A