Correlational Research Methods

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Lecture 3 Overview

76 Terms

1

Simple Linear Regression

Model predicting Y from X using linear equation.

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2

Standardised Regression Coefficient (𝛽)

Coefficient reflecting effect size in standardised units.

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3

Total Variance Decomposition

Breakdown of variance in dependent variable Y.

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4

R-squared (𝑅²)

Proportion of variance in Y explained by X.

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5

Psychopathy

Personality disorder characterized by antisocial behavior.

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6

Sadism

Pleasure derived from inflicting pain on others.

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7

Linear Model

Mathematical representation of relationship between X and Y.

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8

Regression Coefficient (𝑏₁)

Change in Y for a one-unit change in X.

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9

Descriptive Statistics

Summary statistics describing characteristics of data.

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10

Predicted Y (𝑌')

Estimated value of Y based on X's score.

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11

Mean of X

Average value of independent variable X.

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12

Mean of Y

Average value of dependent variable Y.

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13

Z-scores

Standardized scores indicating distance from mean.

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14

Hours Studied

Independent variable affecting exam grades in regression.

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15

Exam Grade

Dependent variable predicted by hours studied.

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16

Bitter Taste Preference

Associated with higher antisocial personality traits.

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17

Prediction Error

Difference between observed and predicted values.

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18

Graphic Representation

Visual depiction of regression analysis results.

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19

Population Generalization

Applying sample results to the larger population.

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20

Mean

Average value of a dataset.

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21

Variance

Measure of data spread around the mean.

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22

Z-score

Standardized score indicating relative position.

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23

Unstandardized Coefficient (b)

Coefficient representing change in Y per unit change in X.

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24

Standardized Coefficient (β)

Coefficient representing change in Y per standard deviation change in X.

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25

Linear Regression Model

Predicts Y based on X using coefficients.

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26

Intercept (b₀)

Value of Y when X is zero.

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27

Regression Equation

Mathematical representation of the relationship between variables.

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28

SPSS Output

Statistical software output for regression analysis.

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29

R-squared (R²)

Proportion of variance explained by the model.

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30

Adjusted R-squared

R-squared adjusted for number of predictors.

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31

Numeric Example

Illustrative data used for calculations.

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32

Correlation

Statistical measure of relationship between two variables.

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33

Coefficient of Determination

R-squared value indicating model fit.

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34

Effect Size

Magnitude of the relationship between variables.

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35

Predictor Variable

Independent variable used to predict outcomes.

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36

Standardized Model

Model without intercept, averages are zero.

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37

Research Methods

Techniques for collecting and analyzing data.

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38

Data Spread

Distribution of values in a dataset.

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39

Statistical Significance

Likelihood that a result is not due to chance.

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40

Independent Variable

Variable influencing the dependent variable, denoted as X.

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41

Sum of Squares

Total variance in the dependent variable.

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42

Regression

Statistical method for predicting Y from X.

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43

Residual Variance

Variance not explained by the independent variable.

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44

Mean Square

Average of squared deviations from the mean.

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45

Significance Level (Sig.)

Probability of observing results by chance.

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46

Regression Coefficient (B)

Change in Y for a one-unit change in X.

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47

Standard Error

Estimate of the standard deviation of coefficients.

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48

Standardized Coefficient (Beta)

Coefficient adjusted for variable scale differences.

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49

Total Variance (S²)

Overall variance of the dependent variable.

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50

Variance Explained (S² regression)

Variance in Y explained by X.

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51

Variance Unexplained (S² residual)

Variance in Y not explained by X.

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52

t-value

Ratio of the difference between group means.

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53

Predicted Value (Y′)

Estimated value of Y based on regression.

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54

Error (e)

Difference between observed and predicted values.

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55

ANOVA Table

Summary of variance analysis results.

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56

Correlational Research

Study of relationships between variables without manipulation.

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57

Regression Analysis

Statistical method to predict dependent variable from independent.

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58

Residuals

Differences between observed and predicted values.

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59

Sum of Squares (SS)

Total variation in data, used in ANOVA.

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60

SS Regression

Variation explained by the regression model.

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61

SS Residual

Variation not explained by the regression model.

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62

Standard Deviation (SD)

Square root of variance, indicates data spread.

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63

ANOVA

Analysis of variance, compares means across groups.

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64

F-test

Statistical test to compare variances of populations.

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65

R Square

Proportion of variance explained by the model.

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66

Adjusted R Square

R Square adjusted for number of predictors.

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67

Degrees of Freedom (df)

Number of independent values in a calculation.

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68

Predictors

Independent variables used in regression analysis.

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69

Dependent Variable

Outcome variable predicted by independent variables.

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70

Hypothesis Testing

Procedure to determine if a hypothesis is true.

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71

Null Hypothesis (H0)

Assumes no effect or relationship exists.

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72

Alternative Hypothesis (H1)

Assumes there is an effect or relationship.

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73

Bitter Preference Scale

Scale measuring preference for bitter foods (1-6).

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74

Psychopathy Scale

Measure of psychopathic traits in individuals.

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75

Coefficients

Values that represent the relationship strength in regression.

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76

Model Summary

Overview of regression model statistics and performance.

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