Flashcards in Ch24Research Deck (22):

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## What are three techniques used for reliability analysis? (relative reliability)

### Pearson product moment correlation with regression and difference analysis extensions, intraclass correlation coefficients, kappa correlations

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## Why is the Pearson product moment correlation alone not a complete tool for documenting reliability?

### it assesses association (relative reliability) not concordance (absolute reliability); we want to know both the relationship between the two measures and the magnitude of the differences!

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## What three strategies are used by researchers to supplement the information gained from the Pearson correlation coefficient?

### paired t-test, slope and intercept documentation, and determination of the standard error of measurement (SEM)

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## Would researchers typically use more than one extension for the Pearson measure of relative reliability?

### not typically, any one of the extensions (paired t-test, regression equation with documented slope and intercept, or reporting the SEM) would be sufficient

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## What are the intraclass correlation coefficients (ICC)?

### a family of coefficients that allow comparison of two or more repeated measures, this technique depends on repeated measures ANOVA

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## Why is the ICC thought to be a better measure than the Pearson r?

### it accounts for absolute as well as relative reliability; researchers should still report the results of an absolute reliability indicator such as the SEM or repeated measures ANOVA when reporting reliability based on the ICC

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## When three or more raters are used to measure each participant, which must be used: Pearson or ICC?

### ICC, when only two raters are present the researchers may choose between Pearson and ICC

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## What is kappa?

### reliability coefficient designed for use with nominal data, adjusts the agreement percentage to account for chance agreements and can be weighted to account for the seriousness of the discrepancy

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## What are multiple regression techniques?

### designed to analyze complex relationships among many variables, traditionally they use numerical IVs to predict a numerical DV

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## Can a multiple regression technique accommodate nominal IVs?

### yes, if a different number is assigned to each of the nominal levels; ex. yes = 1 and no = 0

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## What is used to designate the correlation between all the IVs and the DV in a multiple regression equation?

### R (to distinguish it from r)

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## Explain variable entry in multiple regression.

### researchers often specify various decision rules to guide the computer in generating the regression equation, the rules are constructed so that the method of variable entry maximizes the accuracy of predictions while minimizing the number of variables in the equation (variables are retained if they improve R2)

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## Compare forward and backward regression strategy.

### forward - researcher adds one variable at a time and stops when the additional variables do not contribute to the preset amount; backward - researcher begins with all the possible variables of interest in the equation and deletes them one at a time if their presence does not contribute to the preset amount (stepwise regression combines the two)

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## How can we assess the meaningfulness of the multiple regression equation?

### F test of R2 can determine if it was significantly different from 0, generate a confidence interval, or determine the relative contribution of each of the variables to the equation through a t-test or dividing R2 into components attributable to each variable

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## What factors influence the validity of multiple regression procedures?

### the extent of multicollinearity (high levels of correlation among the predictor variables), cross-validation of the regression equation with a second sample of participants or with random subsets of the original sample, adequate sample size, or how outlying data points are handled

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## Why would we use logistic regression?

### to predict dichotomous outcomes

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## What is the rationale for logistic regression?

### S-shaped curve is typical of the relationship between a dichotomous variable and a continuous variable, the relationship is non-linear so linear correlation and regression techniques are not appropriate (logarithmic and exponential transformations used instead)

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## What are the two common ways of presenting the results of logistic regressions?

### odds ratios for variables within the logistic regression equation (individuals with visual problems were 2.80 times as likely to have multiple falls) or presenting the equation itself (individual without a history of imbalance and a Berg Balance Scale score of 54 would result in a prediction of a 5% probability of falling)

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## What is discriminant analysis?

### procedure in which multiple predictor variables are used to place individuals into groups, backward MANOVA procedure; ex. using set of combined communication variables from each participant to predict whether each is a boy or girl

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## What is a factor analysis?

### tool whereby correlational techniques are used to discover which of many variables cluster together as a related unit, separate from other, unrelated clusters; data reduction technique

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## What are three reasons a factor analysis would typically be done?

### test development (reduce a great number of items into a smaller number), theory development (examine underlying structure of a set of variables without a theoretical framework yet), or theory testing (items thought to be representative of certain constructs are factor analyzed to determine whether the items load as hypothesized)

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