Prognostic Studies Flashcards
Area under the curve
measure of the accuracy of a quantitative diagnostic test
ROC Curves Axis
Y = true positive
X = false positive
ROC Curve
a plot of sensitivity against 1=specificity, used to determine the most effective cut-off score to make a diagnosis/prognosis
defines cutoff scores, helps predict the outcome of interest
the more area under the curve, the better it is at predicting the outcome of interest
What is the significance of RR/OR?
RR and OR are estimates and are subject to error
you need to have a p value or confidence interval to determine that the result is not due to chance
Odds Ratio
proportion of participants who have the outcome of interest compared to the proportion of participants who do not have the outcome of interest
comparing columns
Relative Risk
proportion of participants who have the risk factor and the outcome compared to the proportion of participants without the risk factor who have the outcome
comparing rows
Relative Risk ratio calculation
(Outcome +, Risk factor +)/ (Outcome +, Risk factor +) PLUS (outcome -, risk factor +)
DIVIDED BY
(outcome +, risk factor -)/(outcome +, risk factor -) PLUS (outcome -, risk factor -)
Clinical Significance
<1 = decreased risk or odds of developing outcome
(>) 1 = increased risk or odds of developing outcome
= 1, 50/50 chance
Risk Ratio
predicts the probability of an outcome when a risk factor is present vs not present
used in longitudinal cohort studies
Logistic Regression
used to predict a categorical outcome variable
Ex: fall vs no fall, discharge vs no discharge
Multiple Regression
used when there are multiple variables contributing to an outcome variable or when the outcome is a continuous variable
uses a weighting process
y=a+bx1+bx2+bx3…
B is equivalent to
slope of the line
regression coefficient
A is equivalent to
intercept of the regression line at y
also known as a regression constant
Y is equivalent to
outcome of interest or the value you are trying to predict
Simple Linear Regression
exam of two variables that are linearly related to determine how well a variable predicts (x) an outcome (y) variable
can be positive or negative
y = a+bx
Standard error of the estimate
represents the average error of prediction for the regression equation
Confidence Intervals
provides info about the accuracy of the prediction
P-value
estimates the probability that chance contributed to the prognostic equation
does not indicate clinical meaningfulness
r²
coefficient of determination
represents the robustness of the regression model
proportion of variance that is shared by two variables
Regression
Used to make predictions from one or more variables about the outcome of interest
uses a regression analysis to find the line of best fit to predict the outcome variable
the closer R2 is to 1, the more robust the prediction