Jamovi for Psychologists

Lýsing:
This textbook offers a refreshingly clear and digestible introduction to statistical analysis for psychology using the user-friendly jamovi software. The authors provide a concise, practical guide that takes students from the early stages of research design, with a jargon-free explanation of terminology, and walks them through key analyses such as the t-test, ANOVA, correlation, chi-square, and linear regression.
The book features written interpretations to help learners identify relevant statistics along the way. With fascinating examples from psychological research, as well as screenshots and activities from jamovi, this text is sure to encourage even the most reluctant statistics student. The comprehensive companion website provides an extra helping hand, with practice datasets and a full suite of tutorial videos to help consolidate understanding.
Annað
- Höfundar: Paul Richardson, Laura Machan
- Útgáfa:1
- Útgáfudagur: 2021-03-21
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- Format:ePub
- ISBN 13: 9781350928763
- Print ISBN: 9781352011852
- ISBN 10: 1350928763
Efnisyfirlit
- Title Page
- Brief Contents
- Contents
- List of Figures and Tables
- Preface
- 1 Research design
- Levels of variable: nominal, ordinal, interval and ratio (NOIR)
- Independent and dependent variables
- Experimental designs
- Confounding variables
- Quasi-experimental designs
- Within- and between-subjects designs
- Within-subjects/repeated measures designs
- Between-subjects designs
- Causation versus correlation
- How many participants do I need and how do I find them?
- Hypotheses and null hypotheses
- Which analysis should I run?
- Summary
- 2 Data preparation, common assumptions and descriptive statistics
- Entering data into jamovi ready for analysis
- Missing data
- Reverse scoring data and why do you need to do it
- How to reverse score items in jamovi
- Computing total and mean scores
- What are the different types of averages and how do you calculate them?
- What is a standard deviation and why are they important?
- What are descriptives, why do you need them, and which should you choose?
- Common assumptions in statistical analysis
- Summary
- 3 P-values, effect sizes and 95% confidence intervals
- Hypothesis testing
- Be kind – rewind…
- Presumed innocent
- About this statistical evidence…
- Probability values
- The significance of p = .05
- One-tailed versus two-tailed hypotheses
- Inferential statistics
- Degrees of freedom
- Weakness of the probability value
- To be significant, or not to be significant…
- Probability values are dependent on sample size
- Size of the difference?
- Effect sizes!
- Effect sizes are standardised
- Yeah, but can they do it on a cold wet Tuesday night at Stoke City?
- Feeling confident?
- Summary
- Epilogue
- 4 Statistical power
- What is statistical power?
- This is all useful, but what about power?
- Factors affecting power
- Sample size
- Effect size
- Alpha level (significance)
- Can I only calculate power levels?
- When to run a power analysis
- How to run power analyses in jamovi
- Running the analyses
- How to write it up
- Summary
- 5 Reliability and validity
- Background context
- Reliability testing: what is it and how do I test for it in jamovi?
- Validity testing: what is it and how do I test it in jamovi?
- Testing for different types of validity in jamovi
- Summary
- 6 Tests of associations (correlations)
- What are correlations?
- Why do we use correlations?
- Correlation coefficients
- Direction of relationship
- Strength of relationship
- Proportion of variance explained
- Example analysis
- Entering the data in jamovi
- Running the analysis in jamovi – assumptions
- What to ‘click’ in jamovi when running a correlation
- Pearson’s r correlation output
- But my data didn’t meet the assumptions for a Pearson’s correlation
- Non-parametric equivalents: Spearman’s rho and Kendall’s tau
- An example research project
- Partial and semi-partial correlations
- One more thing…
- Correlations in the literature
- Summary
- 7 Categorical variables - tests for differences and associations (Chi Square)
- What is this test for?
- What does a goodness of fit test tell us?
- So why would you use a test of association?
- Assumptions for using chi-square (χ2) tests
- Example studies
- The chi square χ2 goodness of fit analysis
- Analysis steps in jamovi
- Time to analyse – what to click
- Results and interpretation
- Write-up with APA-style citation of statistical evidence
- Setting your own expected values
- Examples of goodness of fit in published research
- Chi square χ2 test of association
- Entering data into jamovi
- Interpreting the χ2 test of association output
- Statistics menu = further options
- Tests
- Comparative measures
- Nominal
- Ordinal
- Writing up the analysis
- Examples of test of association in published research
- Summary
- 8 Comparing two groups (Independent t-tests and Mann-Whitney U)
- What are t-tests?
- Why do we use t-tests?
- Assumptions
- Example analysis: the independent t-test (between-groups design)
- Entering the data in jamovi
- Running the analysis in jamovi
- What to ‘click’ in jamovi when running an independent t-test
- Independent t-test output
- Overall interpretation with APA-style citation of statistical evidence
- Non-parametric equivalent: the Mann-Whitney U test
- How does a Mann-Whitney U test work and how do I run one?
- Interpreting and writing up a Mann-Whitney U test
- Independent t-tests in the literature
- Summary
- 9 Comparing pairs of scores (paired t-tests and Wilcoxon signed ranks)
- What are paired t-tests?
- Why do we use t-tests?
- Assumptions
- Example analysis: the paired t-test (within-subjects design)
- Entering the data in jamovi
- What to ‘click’ in jamovi when running a paired t-test
- Paired t-test output
- Overall interpretation with APA-style citation of statistical evidence
- Non-parametric equivalent: the Wilcoxon test
- How does a Wilcoxon test work and how do I run one?
- Interpreting and writing up a Wilcoxon test
- Paired t-tests in the literature
- Summary
- 10 Comparing multiple means for between-subjects designs (One-way ANOVA and Kruskal-Wallis)
- What is a one-way ANOVA?
- Hang on – where are all these t-tests coming from?
- Multiplicity
- One test to rule them all…
- One-way ANOVA for between-subjects (groups) designs
- Assumptions
- Example analysis: one-way ANOVA (between-subjects)
- Entering the data in jamovi
- Example data in jamovi
- Running the one-way ANOVA for between-subjects designs in jamovi
- The output
- Descriptive statistics
- Hang on … do I run a Fisher’s or Welch’s ANOVA?
- I can see we have a significant result, but walk methrough the figure…
- F-ratio
- Degrees of freedom
- P-value
- Interim conclusion
- What happens after a significant ANOVA?
- Post hoc tests
- Example write-up
- The other way to run a one-way between-subjects ANOVA
- The ANOVA analysis
- Aargh – two rows of numbers!!??!!
- OK – what are these sums of squares?
- Group sum of squares
- Residual sum of squares
- Total sum of squares
- Degrees of freedom
- Mean square
- F-ratio
- P-value
- Effect size η2
- Interim conclusion
- Hang on – what about all those other options I saw?
- Post hoc tests
- Why not use this Cohen’s d?
- Example write-up
- What about the non-parametric equivalent to this one-way ANOVA?
- The Kruskal-Wallis output
- Post hoc pairwise comparisons?
- Example write-up
- Examples of one-way ANOVA in published research
- Summary
- 11 Comparing multiple means for repeated measures designs (One-way ANOVA and Friedman’s ANOVA)
- Hang on – is this ANOVA different from the one-way ANOVA for between-subjects designs?
- Remind me why I would use this test again?
- A classic study to illustrate
- Once more, with feeling…
- One-way ANOVA for repeated measures designs
- The same assumptions?
- Example analysis: one-way repeated measures ANOVA
- Entering the data in jamovi
- The output
- Descriptive statistics
- ANOVA output
- OK – remind me again, what are these sums of squares?
- TotalSS
- Within SubjectSS
- Effect of IVSS (Stroop condition)
- ResidualSS
- Between-subjects effects residualSS
- Degrees of freedom
- Mean square
- F-ratio
- P-value
- Effect size ηp2
- Interim conclusion
- Post hoc tests
- Example write-up
- What about the non-parametric equivalent to this one-way ANOVA?
- Effect size (W)
- Post hoc pairwise comparisons?
- Example write-up
- Examples of one-way repeated measures ANOVA in published research
- Summary
- 12 Factorial ANOVA (assessing effects of multiple independent variables)
- What is a factorial ANOVA? Is this different from the one-way ANOVA I just learned about?
- A quick example of this benefit
- Types of factorial designs
- Factors, levels, and conditions
- Between-subjects factors
- Repeated measures factors
- A mix of both between-subjects and repeated measure factors?
- Examples of designs
- Example analysis: 2*2 between-subjects design
- Running a two-way ANOVA for a 2*2 design
- The analysis options
- Descriptive statistics
- Assumption checks
- Model
- Post hoc testing
- Example write-up
- What about the non-parametric equivalent?
- Example analysis: two-way ANOVA for a (3*2) repeated measures design
- The analysis options
- Descriptive statistics
- Assumption checks
- Model
- Post hoc testing
- Example write-up
- Example analysis: three-way ANOVA for a mixed 2*2*(2) design
- The analysis options
- Descriptive statistics
- Assumption checks
- Model
- Post hoc analysis of Font*Medium interaction
- Example write-up
- Examples of factorial ANOVA in published research
- Summary
- 13 Predicting scores: simple, multiple and hierarchical linear regression
- What is a regression?
- Assumptions
- Example analysis: simple linear regression
- Entering the data in jamovi and running a simple linear regression
- Making sense of the output
- Writing up
- Multiple linear regression
- Assumptions
- Example analysis: multiple linear regression
- Entering the data (and running a multiple regression) in jamovi
- Writing up
- Hierarchical multiple regression
- Writing up
- Examples from the literature
- Summary
- Decision tree practice guide
- Glossary
- References
- Index
- eCopyright
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