complex design
Complex Designs
The Typical Research Sample
The characteristics of research samples can vary widely and may include:
Undergraduate students: Often used as subjects in studies due to ease of access.
Weirdest subjects in the world: May refer to atypical sample groups for unique insights.
Volunteers and associated biases:
Volunteer Bias: Participants who volunteer may differ systematically from those who do not volunteer.
Response Bias: The tendency of participants to respond inaccurately or falsely to questions.
Selection Bias (locale): Bias introduced when the sample is not representative of the population from which it is drawn.
Skewed male/female ratio: An imbalance in gender representation; questions whether this impacts findings.
Cultural considerations: The cultural background of participants should be considered to ensure relevance and applicability of findings.
Different group sizes: Questions of whether larger or smaller sample sizes impact results and how size alters the reliability of findings.
Bottom Line: Specialists should assess when a difference in samples may lead to problematic results.
Profound findings warrant greater caution regarding sample quality and representativeness.
Carl Sagan popularized the phrase “Extraordinary claims require extraordinary evidence”, rewording Laplace's principle, emphasizing the need for robust evidence proportional to the strangeness of a claim (Gillispie et al., 1999).
Why Complicated Designs are Necessary
Moderator Variables: Crucial for understanding behavior dynamics.
Definition: A moderator variable influences or changes the strength or direction of the relationship between an independent variable (IV) and a dependent variable (DV).
Example Factors: Can include gender, time of day, order of experiments, dose of treatment, etc.
Use of Factorial Designs: Allow researchers to unravel complexities hidden within simpler designs by exploring effects of moderators.
Distinction between Mediators and Moderators
Mediator Variable: Explains the mechanism or process through which two variables are related.
Moderator Variable: Influences the strength and direction of the relationship between IV and DV.
Searching for Moderator Variables
The task of researchers is to identify and measure moderator variables to ensure the IV solely influences the DV, minimizing confounding factors
Research Methodologies: Laboratory vs. Field Research
Laboratory Research: Offers good experimental control but may produce artificial feelings among participants.
Mundane Realism vs. Psychological Realism: Balancing the authenticity of the experimental setting compared to real-world applications.
Field Experiments: They introduce distractions that may affect the relationship between IV and DV.
Importance of Replications
Replications Types:
Exact Replications: Repeating a study under the same conditions to see if results persist.
Conceptual Replications: Testing the same hypothesis with different methods or alternate conditions.
Strategies for Handling Replication Failures:
Conduct an exact replication.
Reach out to primary authors for insights.
Analyze possible reasons for discrepancies.
Consider publishing findings, even if they contradict existing literature, which is generally more challenging.
Some Extra Stuff
Literature Reviews: Important for summarizing research landscape, identifying trends, gaps, and future research directions.
Qualitative Research: Effective in uncovering general trends and exploring themes deeply.
Meta-Analyses: A statistical approach to combine results from multiple studies, enhancing power and generalizability against single study limitations.
Overcoming the File-Drawer Problem: Refers to the bias where only positive results are published, leading to a skewed understanding of research outcomes (Rosenthal, 1979).
Negative Results in Research
Acknowledgment that many researchers do not reject their null hypothesis; continual failures are common.
Improvement through Experience: Research proficiency increases with time and effort in the field.
Strategies for Enhancement:
Employ manipulation checks and pilot studies before conducting major experiments.
Develop a robust statistical analysis plan prior to experiments.
Persistence is crucial; face challenges head-on.
Inquiry Post-Experiment:
Assess whether the research premise or hypothesis was faulty.
Evaluate the adequateness of manipulations used.
Examine samples and procedures for integrity.
Variance Considerations: Assessing within-group variance is essential for establishing outcome reliability.
Peer review of similar papers can illuminate discrepancies and inspire fresh ideas.
Complex Experimental Designs
Example: Understanding stress impact on cortisol levels using various statistical tests:
Between-Subjects T-Test: Analyze cortisol levels at two time points, comparing groups under high and low stress.
Within-Subjects T-Test: Calculate difference scores over time for applied stress conditions.
Assumptions of a T-Test
Key assumptions to validate using T-tests:
The dependent variable (DV) must be continuous.
The independent variable (IV) consists of two independent groups.
Observations must be independent across groups.
No significant outliers should exist in the data.
Homogeneity of Variance: Assumes equal variance across groups.
Normal Distribution: Data should ideally follow a normal distribution curve.
Violations can lead to increased type I errors; non-parametric alternatives may be necessary when violations are problematic.
Non-Parametric Versions of the T-Test
Mann-Whitney U Test: A non-parametric alternative for two-group comparisons utilizing median values instead of means.
Wilcoxon Signed-Rank Test: Assesses related samples by comparing based on medians.
Increasing Levels of Independent Variables
The simplest experimental design features one IV with two levels; however, expanding levels can:
Help identify curvilinear relationships or provide granular data.
Considerations include:
The relationship between IV and DV.
Sample size availability.
Anticipation of variable interactions.
Increasing Independent Variables
In standard designs, usually only one IV is employed.
More complex designs, such as factorial designs, frequently incorporate multiple IVs for comprehensive exploration of variables.
Example: 2x3 Factorial Design comparisons amongst different anti-anxiety drugs under varying stress conditions.
Factorial Design
Key vocabulary for understanding designs:
IVs Count: In a 3x3 independent factorial design, there are 2 IVs.
Cells Count: Cells are formed through combination of levels of the IVs.
Common pitfalls exist, such as complex factorial designs being challenging to interpret due to the number of interactions.
Tests of Between-Subjects Effects
Example output from statistical analysis can include summary tables displaying dependent variables and their correlation effects.
Significant Variables Identified: Attractive features and commitment levels.
Statistical significance coding and relation to overall variance accounted for.
Formulating Interactions and Effects
Main Effects: The unique effect of one particular IV on the DV.
Interactions: Occur when the effect of one IV varies at different levels of another IV, indicating combined effects.
Interpretation of Factorial Designs
Visualization aids, such as graphs, can clarify outcomes and interactions when interpreting data from factorial designs.
Observations may reveal significant impacts of certain treatments or conditions across various DV measures.
Repeated Measures Designs
Repeated Measures ANOVA: Collects observations from the same group multiple times, often applicable in developmental and longitudinal research.
Key assumptions include:
Requirement for homogeneity of variance and covariance (Sphericity Assumption).
Mixed Designs
Mixed designs combine between-subjects and within-subjects variables, often to account for complex research questions.
Pre-Post-Control Design: A prevalent type of mixed design evaluating differences pre- and post-intervention with experimental and control groups.
ANCOVA (Analysis of Covariance)
Description: Assessing main and interaction effects of categorical variables on a continuous DV while controlling for selected continuous covariates.
Complex Correlational Designs & Regression
Utilizes multiple correlations with the inclusion of covariates, known as partial correlations; emphasizes conditions where regression is desirable.
Assumptions of Regression:
Must show linear relationships, multivariate normality, minimal multicollinearity, no autocorrelation, and homoscedasticity.
Conclusion
A comprehensive understanding of experimental and correlational design remains essential in intricate research settings to draw valid and reliable inferences.