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reliability is
true score/ observed score.
=
true score/ (true score + error score)
reliability of the observed score becomes higher if error is reduced
observed score is true score + error score
conceptualizatioin
the process of specifying what we mean by a term
what do u mean by “healthier”
operationalization + operational definitions
the process of connecting concepts to observations
specifying exactly what will be observed and how it will be done
definition of true score and error score
true score= perfect refelction of true value (theoretical score but can never truly be known)
error score = diff between observed and true score
sources of error and what r they a major concern for
random error (due to chance)- major concern for reliability
systemic error (error of measurement)- major concern for validity
reliability means it is consistent . 4 ways to test consistency of measurement tool
test- retest
parallel forms
inter-rater/intra-rater
internal consistency
test retest reliability
evaluates stability over time
give same test to same ppl at two time points and see if same results obtained
concerns: need to be sure charecteristic measured does not change over time (eg. food eaten changes per day) and be aware of testing-effects
parallel/alternate forms
measjre of equivalence
give two diff forms of the test to the same grp and compare results . often want to eliminate “practice effects”
eg. website vs paper
rater reliability
measure of agreement
inter-rater: consistency between raters
have two raters judge same event/behavioiur and assess agreement
intra-rater: stability of measure by the same person (to assess effects of bias, fatigue etc)
internal consistency and how to measure
measure of how consistently each item measure sthe same underlying construct
do subscales speak to similar underluying construct?
eg. 100 item questionnaire of food attitudes
eg. contradicting responses
correlate performance of each item with overall perfomrance across participants
how to measure
split-half reliability: randomly divide items into 2 subsets and examine consistency in total scores across two subsets
cronbachs alpha: avg consistency across all possible split-half reliabilities. 0= not reliable. 1= perfect correlattion. questtionaire shd be trustsed
validity measures what it shd
truthfulness, accuracy and authenticity
we cannot have total validity without reliability
4 ways to assess validity
face
content
criterioin
construct
face validity
how well the instrument appears (at face value) to test what it is supposed to
eg. “does ts look like it will be a good test of ones nutrition knowledge?”
content validity
how well items represent all relevent items
ask an expert. does this instrument measure everything its supposed to?
criterion validity
gold standard
ability of the tool to predict results obtained on an external criterion or reference standard
criterion shd be a valid indicator of cariable of interest and relevent to variable being measured
eg. FFQ (target tool) compared with objective measure such as blood biomarker (criterion)
parallel/alternate forms reliability vs. criterion validity
reliability: give two diff forms of same test to same grp
validity: compare results from two diff tests on same grp. comparision to gold standard known in the field (eg. blood or urine biomakres)
construct validity
extent to which test results are related to underlying abstract construct
basically using many factors and comparing it to ur expectation. if it chekcs out, then it has construct validity
2 types of construct validity. convergent and discriminant
convergent validity: two measures of a siimilat construct shd be correlated.
discriminant validity: two unrelated measures shd not be correlated. eg. tool that measures healthy eating and a tool that measures financial knowledge should give different scores.
absolute validity requires
a true gold standard that is an exact measure of what it si intended to capture. for nutrition studies we seldom achieve abs validity
reliability= consistency, validity=correctness
statistics terms- parameter
measure of a population charecteristic
statistic
measure of a sample charecteristic
descriptive statistics
summarizes data and provides basic info abt the distribution of scores in a samepl
inferential statistics
inferences from the sample to a larger population
bar plot and pie chart display
categorical data
histogram and box plot display
numerical data
what are and how to calculate mean, median and mode
mean= arithmetic avg
sum of scores/number of scores
miu for populations, x bar for samples
median= midpoint of distribution
half of scores above and half of scores below
mode= most freq occuring score
useful for categorical data
normal vs positive vs negative skew
normal curve: mean=median
positive(right) skew: mean>median (mean is pulled to right). tail is to the right
neg skew: mean<median, mean pulled to the left
left skewed means
if tail is left. it pulls mean to be smaller than median
does central tendency tell us abt the spread or variability of the data
no
definiiton of variability
the degree of spread or dispersion in a set of scores
range
diff between highest and lowest scroe
SD
avg diff of each score from mean
interquartile range
diff between first and third quartiles
measures of position- percentiles
value below a certain percent of the data lie
eg. 25th percentile is 25% of the data lie below this number
quartiles
set of numers that divide the data into 4 equal parts
what to use for categorical data, normally distributed data, skewed data?
categorical: proportions/ frequencies
normally distrib: mean and SD
skewed: median and IQR or 5th to 95th percentile
what are independent variables
txs or conditions under control of the researcher. eg. age
dependent variables
the ourcome of the resarch study, sensitive to changes in the independent variable
inferential stats
when we find a diff between grp means in our sample
want to know if it represents a real diff between target grps or if its just by chance
null hypothesis
hypothsis that predicts no effect, or relationship between independent and dependant variable
the null is assumed to be true in the absense of other info
can either reject or fail to reject the null hypothesis
alpha= probability of makingn a type 1 error (false positive)
often set at alpha= 0.05
5% chance that we will reject the null when it is actually true
the alpha is determined before using statistical tests and used to determine if a result is satistically “significant”
beta= probability of making type 2 error (false negative)
we incorrectly fail to reject the null when there IS a diff between grousp
beta usually set at 0.20
20% chance of failing to reject null hypothesisnwhen there is acc a diff between grps
t-test is
we use the t value to calculate a p-value
ratoio of mean to SD
requires:
mean for each grp
sd/variance for each group
sample ssize (degrees of freedom)
the greater the variability in distributions, the more likely
the diff betweeen the meeans is due to chnace
t value is
difference between grp means/ variability within grps
t test for independent means vs dependent means (paired t test)
independent: used when 2 independent unrelated grps are compared. eg. veg intake between male and female studnets
dependent: when grps are related. eg. diff in veg intake in the same individuals on monday vs saturday