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89 Cards in this Set

  • Front
  • Back
Four measures of validity in diagnostic testing
sensitivity, specificity, predictive values, likelihood ratios
Sensitivity equation
# true positive (TP) / # with disease (TP+FN)
Specificity equation
# true negative (TN) / # without disease (TN +FP)
Positive Predictive Value (PPV)
likelihood that a person with a positive test result actually has the disease
Negative Predictive Value (NPV)
likelihood that a person with a negative result truly does not have the disease
PPV equation
TP/TP+FP
NPV equation
TN/TN+FN
Difference between sensitivity and specificity and predictive values?
predictive values are dependent on characteristics of the test AND the prevalence of the disease
SNOUT and SPIN
Sensitive tests have few FN and rule out the disease
Specific tests have few FP and rule in the disease
LR
LR+ = probability of an individual with the condition having a positive test/ probability of an individual without the condition having a positive test
(can be negative)
Post-test odds
= pre-test odds * LR
Post-test probability
= post test odds/(post test odds + pre test odds)
incidence
number of new cases occuring in a particular time period
incidence rate
# of new cases/
total # at risk/
unit time
prevalence
number affected at a point in time
prevalence rate
# with disease/
# at risk
attack rate
# contracting disease/
# at risk or exposed
X100

variation of incidence used when looking at a specific short term risk or exposure (e.g. potato salad)
mortality rate
# deaths/
# at risk/
time
case fatality rate (CFR)
# dying of disease/
# with disease
X100
redraw epidemiologists bathtub
check drawing
health disparities
between different groups, which are not avoidable nor unfair (e.g. black people get more diabetes due to genetics)
health inequities
health disparities which are avoidable and unfair
discrete variables
nominal and ordinal
continuous variables
interval and ratio
nominal variables
discrete groups
e.g. male/female, smoker/non-smoker
ordinal variable
ordered, without meaningful intervals
e.g. class rank
interval variables
ordered, with meaningful intervals
e.g. temperature in celcius
ratio variables
interval data with an absolute zero (so a value that is double really is double)
100% really is twice as high as 50% on a test, but 20 degrees isn't really twice as hot as 10 degrees
frequency
relative frequency
cumulative frequency
# in each catagory
% in each catagory
cumulative %
kaplan meier method
used to plot survival data, adjusts to reflect patients who drop out
mean
median
mode
average
50% above, 50% below
value that occurs most
graph mean, median, mode on skewed graph
check graph
standard deviation distributions
68% within 1 SD
95% within 2 SD
99.7% within 3 SD
alpha level meaning
level of uncertainty you are willing to accept
generally .05
p-value meaning
probability that difference between groups in due to chance
paramentric tests
focused on population parameters
require an interval or ratio scale
assumes normal distribution
ex. t-test, paired t-test, ANOVA
non-parametric tests
not focused on pop. parameters
can use ordinal or nominal scales
few assumptions
ex. chi-squared
difference between parametric and non-parametric
parametric is more powerful
non-parametric used for small sample size
paired t-test
compares means of single group before/after intervention
t-test
compares means of two groups
ex. drug and placebo groups
ANOVA
compares means between more than two groups
chi-squared
test of proportions
ex. 70% of hs grads use seatbelts vs 85% of college grads, tests significance
type I error
false positive
5% chance if alpha is .05
type II error
false negative
likelihood depends on power or study (often due to small sample size)
power
probability of avoiding type II error
(1-Beta)
so if power is .8, then there is an 80% probability of avoiding a type II error
what is cut-off for beta level of well designed study?
0.2 or less (gives a power of 0.8 or higher)
confidence interval
measure of precision (normally 95%) gives range that we are 95% sure the actual population is in
lets us know if results are statistically significant
small confidence interval - more precise
what determines the width of a confidence interval?
variability of the sample
size of sample
correlation coefficient (r)
1 = perfect correlation
> 0.5 = strong correlation
0 = no correlation
coefficient of determination
r-squared, expressed as percentage
expresses proportion of variance in a variable explained by another variable
randomized controlled trial
subjects randomly assigned to intervention and control groups
double blind
patient and researcher don't know which group they are in
Intention to Treat (ITT) anaysis
all patients initially assigned to a treatment group are analyized in that group, regardless of whether they received their assigned treatment
preserves value of randomization
randomized control trial strengths and weaknesses
strenghts: most powerful study
cause and effect relationship
weakness: expensive, laborious, possible ethical or practical issues
cohort studies
a group without disease is observed noting exposure to risk factors and development of disease
cohort studies strengths and weaknesses
strengths: low bias, establishes risk of disease, suggests cause/effect relationship
weaknesses: time consuming, expensive, not practical for rare diseases
case-control study
select a group with a disease and pair with group without disease
investigate past exposure to risk factors
case-control study strengths and weaknesses
strengths: quick, cheap, no ethical issues, good for rare diseases
weaknesses: significant bias, cannot determine prevalence rates or risk of disease, weak indicator of causality
cross-sectional study
same as prevalence
survey population for presence of disease and potential risk factors
cross-sectional study strengths and weaknesses
strengths: quick, inexpensive if data available, gives prevalence
weaknesses: no causality, you can only suspect it
case reports/case series
describes event in single patient or a series of patients
case reports/case series strengths and weaknesses
strengths: can by done by any clinician, no cost, used for preliminary hypotheses
weaknesses: no statistical validation, results may be coincidental
systematic review (SR)
summary of medical liturature regarding clinical question
SR strengths and weaknesses
strengths: combiniation of multiple studies increases power, quick, inexpensive, strongest evidence
weaknesses: may lack adequate number of studies, heterogeneity of studies, prone to poor methodology
research design evidence pyramid
systematic review
randomized controlled trial
cohort
case/control
cross-section
case report/series
gold standard
test which is considered consistently correct (best test out there) which you compare other tests to
test reliability
level of agreement between repeated measures of same variable (repeatability)
test validity
extent to which a test actually tests what it claims to test
test sensitivity
ability to detect people with disease
=TP/(TP+FN)
test specificity
ability to detect people who do not have disease
=TN/(TN+FP)
positive predictive value (PPV)
likelihood that a person with a positive hest result actually has the disease
=TP/TP+FP
negative predictive value (NPV)
likelihood that a person with negative result truely does have disease
=TN/TN+FN
difference between sensitivity/specificity and PPV and NPV
predictive values depend on prevalence, sensitivity and specificity are characteristics of the the test alone
SNOUT and SPIN
sensitive tests have few false negatives
specific tests have few false positives
likelihood ratio
use nomogram and estimate post-test probability
ROC curve ratings
0.9-1 excellent
0.8-0.9 good
0.7-0.8 fair
0.6-0.7 poor
0.5-0.6 failed
odds ratio (OR)
measures degree of association of risk factor with a disease
= odds that case had risk factor/
odds that control had risk factor
OR of 6 means a six times greater chance of person with case having risk factor
weak indicator of causality
absolute risk (AR)
same as incidence
risk over a given time
=# developing disease/total #
relative risk (RR)
measures how many times exposure to risk factor increases risk of disease
= AR among exposed to risk factor/
AR of among non-exposed
-must have incidence
-indicates causality
relative risk reduction (RRR)
measures decrease in RR due to intervention
= 1-RR
absolute relative risk (ARR)
decrease in absolute risk due to intervention
= AR(control) - AR(treated group)
compare ARR and RRR
RRR is generally higher, more impresive
ARR is more clinically relevent since it incorporates incidence
number needed to treat (NTT)
number required to treat in order to prevent one negative outcome
=1/ARR
cost of intervention
=NNT X cost of one intervention
common research flaws
bias
internal validity
confounding variables
external validity
power
types of bias
selection
observer
participant
withdrawl
recall
instrument
publication
internal vs external validity
internal - are you measuring what you say you are?
external - is outcome relevant in real world?
confounding variable
variable which research failed to measure, impacting outcome
level of evidence/grade of recommendation
1-5 (1 is strong, 5 is week)/A-D (A is strong)
level of evidence - quality of research
grade of recommendation - based on level of evidence