Research Design/Stats Flashcards

1
Q

Threats to Internal Validity (things other than IV that affect outcome)

A

§ History
§ Maturation
§ Testing or test practice
§ Instrumentation (user errors)
§ Statistical Regression (regression to the mean- extreme scorers move closer to the mean)
§ Selection Bias (nonrandom assignment)(quasi experiments)
§ Attrition or experimental mortality
§ Diffusion (treatment affects next treatment-carryover)

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2
Q

Factors affecting research outcomes

A

Demand Characteristics (subjects)
§ Aspects that suggest how subjects should bx
§ Controlled by seeping subjects blind to their condition

o Expectancy (experimenters)
§ Experimenter cues-Rosenthal Effect (late bloomers)
§ Experimenter inadvertently giving cues about how to bx
§ Controlled by blinding experimenter

o Reactivity
§ Subject’s responses that occur simply as a result of participating in research (being observed)
§ Hawthorne Effect- productivity increased just bc they were being observed

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3
Q

Threats to external Validity (generalizability)

A

§ Sample characteristics (representative?)(random selection controls for this issue)
§ Stimulus characteristics (like the real-world?)
§ Contextual characteristics (like the real-world?)

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4
Q

Mediator Variable

A

explains the relationship

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5
Q

Moderator Variable

A

affects the intensity of the relationship

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6
Q

Type I Error

A

·A Type I error means rejecting the null hypothesis when it’s actually true. It means concluding that results are statistically significant when, in reality, they came about purely by chance or because of unrelated factors. The risk of committing this error is the significance level (alpha or α) you choose

False Positive

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7
Q

Type II Error

A

Failure to Reject the null when false. False negative

Beta-prob of making a type II error

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8
Q

Positive Skewed

A
  • mode, med, mean
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9
Q

Neg Skewed

A

Mean, Med, mode

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10
Q

Standard error of the mean (SEM)

A

is the std dev divided by the square root of the sample size (N), as std dev increases so does std error of the mean, the larger the sample the less std of error (less prone to error and more representative)

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11
Q

Parametric tests

A

Parametric tests of difference (there are parameters that must be met-normally disturbed data, interval ratio data (score value), homocedasity (equal spread or variability, equal std)

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12
Q

ANOVAs

A

One-way ANova- one IV, Two-way if two IV, three-way- three IV (two or more groups)
o Factorial Anova- two-ways or more (two-way Anova or more) but all IV data has to be independent (no related data) (time cannot be analyzed bc they are correlated)(no repeated measures)
o Split-plot Anova (Mixed anova)-two IVs, one IV is independent, one IV is correlated (i.e. time)

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13
Q

ANCOVA

A

ANCOVA
o Combines Anova and partial correlation (partials out the effects of a moderator)(controls for a third or extraneous variable)

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14
Q

Regressions/Predictors

A

o Multiple Regression Equation- (regression is a prediction- Simple regressions one variable predicts another) Multiple-multiple predictors of an outcome (predictors are compensatorythey can compensate for one another (i.e. fewer calories and exercising help with weight loss))
o Multiple Cutoff- non-compensatory-applicants must meet or exceed the cutoff on each predictor (i.e. high IQ and dexterity scores to become surgeons)(conjunctive
)
o Multiple Hurdle- non-compensatory, predictors applied in a certain order, must pass cutoff on one test to move on to the next (i.e. submit an application before can be considered for interview)

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15
Q

Bivariable correlation tests

A

o Dichotomous variables (either/or)- PHI (rarely possible- both have to be true dich)
o Continuous variables- Pearson R (both are continuous)
o Spearmen’s Rho/ Kendall TAU both variables are ordinal (rank ordered)
o ETA-continuous variables with curvilinear relationship (extremes are low or high-optimal stress)
o Biserial if one is continuous and the other is an artificial dichotomy (i.e. college education or not)
o To calculate shared variability between two correlations just square the correlation coefficient of each and then compare (ie. .9 and .3 becomes .81 compared to .9, the shared variability in the first is 9 times greater than the second)

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16
Q

MANOVA

A

MANOVA evaluates mean differences on two or more dependent criterion variables simultaneously