Critiquing research findings Flashcards

1
Q

descriptive statistics

A

describe/synthesize data about the sample and the study variables

  • frequency distribution
  • measures of central tendency (mode/mean/median)
  • measures of dispersion (range/variance/SD)
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2
Q

inferential statistics

A

make inferences about population based on sample data

test hypotheses

answer research questions

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3
Q

parametric statistics

A

a class of statistical tests that involve assumptions about the distribution of the variables and the estimation of a parameter

data are NORMALLY DISTRIBUTED

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4
Q

nonparametric statistics

A

a class of statistical tests that do NOT involve stringent assumptions about the distribution of critical variables

data are NOT NORMALLY DISTRIBUTED

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5
Q

null hypothesis

A

rejected if relationship is statistically significant (p < 0.05)

accepted if relationship is NOT statistically significant (p = 0.05 or greater)

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6
Q

p-value

A

probability of rejecting the null hypothesis when the null is actually true

typically, p<0.05 is real effect

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7
Q

confidence interval (CI)

A

range of values within which a population parameter is estimated to lie, at a specified probability (eg 95% CI)

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8
Q

confidence limit

A

upper/lower boundary of a CI

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9
Q

correlation statistics

A
  • indicate direction and magnitude of relationship between 2 variables
  • used with ordinal/interval/ratio measures
  • can be shown graphically (scatter plot)
  • correlation coefficient can be computed
  • with multiple variables, a correlation matrix can be displayed
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10
Q

bivariate correlation

A

2 variables

  • Pearson’s r, a parametric test (lowercase “r” indicates a correlation b/w 2 variables)
  • tests that the relationship b/w 2 variables is not zero
  • used when measures are on an interval/ratio scale (continuous level data)
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11
Q

strengths of relationships

A

weak: 0.00~0.30 (+ or -)
moderate: 0.30~0.50 (+ or -)
strong: >0.50 (+ or -)

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12
Q

nonparametric alternatives to bivariate correlation analysis

A
  • Spearman’s rank-order correlation coefficient: measures association b/w ordinal-level variables
  • Kendall’s tau: measures association b/w ordinal-level variables
  • Cramer’s V: measures association b/w nominal-level variables
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13
Q

factor analysis

A
  • examines interrelationships among large #s of variables to reduce them to a smaller set of variables
  • IDs clusters of variables that are most closely linked together
  • typically used to assist with validity of a new measurement method or scale
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14
Q

simple linear regression

A
  • provides a means to estimate the value of a dependent (outcome) variable based on the value of an independent variable (predictor)
  • outcome variable is continuous (interval/ratio-level data)
  • predictor variables are continuous or dichotomous (dummy variables)
  • change in Y given a one unit change in X
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15
Q

multiple linear regression

A
  • predicts a dependent variable based on 2+ independent variables (predictor)
  • dependent variable is continuous (interval/ratio-level data)
  • predictor variables are continuous or dichotomous (dummy variables)
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16
Q

simultaneous multiple regression

A

enters all predictor variables into regression equation at the same time

17
Q

stepwise multiple regression

A

enters predictors in a series of empirically determined steps, in the order that produces the greatest increment to R^2

18
Q

hierarchical multiple regression

A

enters predictors into equation in a series of steps, controlled by researcher

19
Q

multiple correlation coefficient (R)

A
  • is the correlation index for a dependent variable and 2+ independent variables
  • does not have negative values: shows strength of relationship, but not direction
  • can be squared (R^2) to estimate proportion of variability in dependent variable accounted for by independent variables
  • can’t be less than highest bivariate correlation b/w the dependent v and an independent v
20
Q

power analysis

A
  • method of reducing risk of Type II errors and estimating their occurrence
  • if power = .80, risk of Type II error is 20%
  • estimates how large a sample is needed to reliably test hypotheses

4 components:

  • significance criterion (α)
  • sample size (N)
  • population effect size (γ): magnitude of relationship b/w research variables
  • power: probability of obtaining a significant result (1 - β)
  • generally need 20-30 subjects per independent v
  • <10 subjects per independent variable leads to serious error
21
Q

odds

A

based on probabilities

probably of occurrence/probability of nonoccurrence

22
Q

odds ratio (OR)

A

ratio of odds for the treated vs. untreated group, with the odds reflecting the proportion of people with the adverse outcome relative to those without it

23
Q

dichotomous outcome variable

A

mean of dependent (outcome) variable will be between 0-1

OR = 1 probability of event is same for both groups
OR >1 probability is higher for subjects exposed
OR <1 probability of event is lower among subjects exposed

(slides have more interpretations)

24
Q

commonly used parametric stats

A

student’s t-test

analysis of variance (ANOVA)

25
Q

commonly used nonparametric stats

A

Mann-Whitney U test: analogous to parametric t-test for independent groups for group comparisons (2 groups)

Kruskal Wallis test: analogous to parametric ANOVA (more than 2 groups)

26
Q

t-test

A

testing for significant differences b/w group means of 2 samples

  • for independent groups (b/w subjects): examines differences b/w 2 independent groups
  • for dependent groups (paired/within subjects): matched or paired groups - comparison of pretest and posttest measurements
27
Q

ANOVA

A
  • compares data b/w 2+ groups/conditions to investigate the presence of differences b/w those groups
  • the outcome or dependent variable must be continuous (interval/ratio)
  • independent (predictor) variable is nominal
  • F test: typically accompanied by an ANOVA
  • doesn’t say which groups differ from one another, just that they’re different
28
Q

chi-square test

A

nonparametric test

compares differences in proportions of nominal level variables

compares actual/observed frequency with expected frequency

29
Q

Cohen’s effect sizes for the magnitude of tx effect

A
small = 0.2
moderate = 0.5
large = 0.8
30
Q

power of a test

A

probability of detecting a difference or relationship if such a difference or relationship really exists

anything that dec probability of a Type II error inc power, vice versa

a more powerful test is one that’s likely to reject H0

31
Q

statistical significance

A

these results say nothing about clinical importance or meaningful significance of results

researcher must always determine if statistically significant results are substantively meaningful

32
Q

post-hoc analyses

A

performed in studies w/ more than 2 groups when analysis indicates that groups are significantly different but doesn’t indicate which groups are different

developed specifically to determine location of group difference after ANOVA is performed

  • Scheffe
  • Bonferroni
  • Least Significant Difference (LSD) Test
  • Tukey’s Honestly Significant Difference (HSD)
  • Student Newman-Keuls
  • Tukey’s Wholly Significant Difference (WSD)