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    高等教育:国外社会科学统计课件18.ANOVA3x

    时间:2020-10-07 12:20:42 来源:勤学考试网 本文已影响 勤学考试网手机站

    -

    -Factorial ANOVA in SPSS

    -

    -Factorial ANOVA in SPSS

    Statistics for the Social Sciences

    Psychology 340 Spring 2006

    Factorial ANOVA

    Outline

    Statistics for the Social Sciences

    ? Basics of factorial ANOVA

    —Interpretations

    Main effects

    Interactions

    —Computations

    —Assumptions, effect sizes, and power

    — Other Factorial Designs

    More than two factors

    Within factorial ANOVAs

    Outline

    Statistics for the Social Sciences

    ? Basics of factorial ANOVA

    -Interpretations

    Main effects

    Interactions

    —Computations

    —Assumptions, effect sizes, and power

    — Other Factorial Designs

    Within factorial ANOVAs

    Mixed factorial ANOVAs

    Assumptions in Two-Way ANOVA

    Statistics for the

    Social Sciences ? ”

    Populations follow a normal curve

    Populations have equal variances

    Assumptions apply to the populations that go with each cell

    Effect Size in Factorial ANOVA

    Statistics for the Social Sciences(completely between groups)

    Statistics for the Social Sciences

    SSa SSa

    ■ SSt 两-SSa - SS^ ■ SSa + ss品

    SSb

    SSt 两—SSb - ss^

    SSb

    SSb + SS切

    SSab

    SSt两

    SSa

    Statistics for the Social SciencesTABLE 10.16

    Statistics for the Social Sciences

    TABLE 10.16

    Approximate Sample Size Needed in Each Cell for 80% Power (.05 significance level)

    Approximate Number of Participants Needed in Each Cell {Assuming Equal Sample Sizes) for 80% Power for Studies Using a2x2or2x3 Analysis of Variance, Testing Hypotheses at the .05 Significance Level

    Effect Size

    Sm^l (Ff = .01)

    Medium (梓=.06)

    Large

    (R2 = . 14)

    2 X 2: All effects

    197

    33

    14

    2 X 3: Two-level main effect

    132

    22

    9

    Three-level mairi effect and interaction

    162

    27

    11

    Statistics for the Social Sciences

    Other ANOVA designs

    Basics of repeated measures factorial ANOVA

    -Using SPSS

    Basics of mixed factorial ANOVA

    -Using SPSS

    ? Similar to the between groups factorial ANOVA

    — Main effects and interactions

    —Multiple sources for the error terms (different denominators for each main effect)

    Example

    Statistics for the

    Social Sciences ? ”

    ? Suppose that you are interested in how sleep deprivation impacts performance? You test 5 people on two tasks (motor and math) over the course of time without sleep (24 hrs, 36 hrs, and 48 his). Dependent variable is number of errors in the tasks.

    -Both factors are manipulated as within subject variables

    -Need to conduct a within groups factorial ANOVA

    Example

    Statistics for the

    Social Sciences ? ”

    Factor B: Hours awake

    24 36 48

    E] B3

    A】

    Motor

    Factor A:

    Task

    a2

    Math

    0

    0

    6

    1

    3

    5

    0

    1

    5

    4

    5

    9

    0

    1

    5

    1

    1

    4

    1

    2

    6

    0

    1

    6

    3

    2

    4

    1

    3

    4

    ExampleStatistics for the

    Example

    Statistics for the

    Social Sciences ? ;

    Within factorial ANOVA in SPSS

    Statistics for the Social Sciences

    Each condition goes in a separate column

    -It is to your benefit to systematically order those columns to reflect the factor structure

    Make your column labels informative

    Analyze ?> General Linear Model ?> Repeated measures

    Enter your factor 1 & number of levels, then factor 2 & levels, etc. (remember the order of the columns)

    Tell SPSS which columns correspond to which condition

    As was the case before, lots of output

    Focus on the within-subject effects

    Note: each F has a different error term

    Source

    ss

    A

    1.20

    Error (A)

    13.13

    B

    104.60

    Error (B)

    6.10

    AB

    2.60

    Error (AB)

    8.10

    df

    MS

    F

    P

    1

    1.20

    0.37

    0.58

    4

    3.28

    2

    52.30

    69.00

    <0.01

    8

    0.76

    2

    1.30

    1.29

    0.33

    8

    1.01

    Example

    Example

    Example

    Example

    Statistics for the

    Social Sciences ‘

    ? It has been suggested that pupil size increases during emotional arousal. A researcher presents people with different types of stimuli (designed to elicit different emotions). The researcher examines whether similar effects are demonstrated by men and women.

    Type of stimuli was manipulated within subjects

    Sex is a between subjects variable

    Need to conduct a mixed factorial ANOVA

    ExampleStatistics for the

    Example

    Statistics for the

    Social Sciences ? ;

    ExampleStatistics for the

    Example

    Statistics for the

    Social Sciences ? ”

    Factor B: Stimulus

    Neutral Pleasant Aversive

    E] B3

    4

    8

    3

    3

    6

    3

    A.

    2

    5

    2

    Men

    3

    3

    6

    FactorA:

    3

    8

    1

    Sex

    3

    6

    2

    2

    4

    1

    a2

    4

    6

    6

    Women

    1

    7

    3

    3

    5

    2

    Mixed factorial ANOVA in SPSS

    Statistics for the Social Sciences

    Each within condition goes in a separate column

    -It is to your benefit to systematically order those columns to reflect the factor structure

    Make your column labels informative

    Each between groups factor has a column that specifies group membership

    Analyze ?> General Linear Model ?> Repeated measures

    Enter your within groups factors: factor 1 & number of levels, then factor 2 & levels, etc. (remember the order of the columns)

    Tell SPSS which columns correspond to which condition

    Enter your between groups column that specifies group membership

    As was the case before, lots of output

    Need to look at the within-subject effects and the between groups effects

    Source

    ss

    Between

    Sex (A)

    0.83

    Error (A)

    20.00

    Within

    Stimulus (B)

    58.10

    Sex * Stimulus

    0.07

    Error (B)

    39.20

    df

    MS

    F

    p

    1

    0.83

    0.33

    0.58

    8

    2.50

    2

    29.00

    11.85

    0.001

    2

    0.03

    0.01

    0.97

    16

    2.45

    Factorial ANOVA in Research Articles

    Statistics for the Social Sciences

    A two-factor ANOVA yielded a significant main effect of voice, F(2? 245) = 26.30,p < .001. As expected, participants responded less favorably in the low voice condition (M= 2.93) than in the high voice condition (M= 3.58). The mean rating in the control condition (M= 3.34) fell between these two extremes? Of greater importance, the interaction between culture and voice was also significant, F(2, 245) = 4.1 <.02.

    Recruiting

    Statistics for the

    Social Sciences ‘

    Looking for a teaching experience?

    Enjoy (tolerate?) statistics

    I am looking for Undergraduate Teaching Assistant(s) for PSY 138 next semester

    If interested:

    1. E-mail me about your interest: jccutti@ilstu.edu

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