📈Applied Impact Evaluation Unit 3 – Experimental Designs
Experimental designs are crucial in impact evaluation, allowing researchers to test hypotheses and establish cause-effect relationships. By carefully planning experiments, assigning participants to treatment and control groups, and controlling for confounding variables, researchers can draw meaningful conclusions about interventions.
Various experimental designs, from completely randomized to factorial and crossover, offer different approaches to testing hypotheses. Randomization techniques, data collection methods, and statistical analyses are key components in ensuring the validity and reliability of experimental results. Researchers must also navigate ethical considerations and real-world limitations.
Experimental design involves planning and conducting experiments to test hypotheses and draw conclusions about cause-and-effect relationships
Treatment group receives the intervention or independent variable being tested while the control group does not receive the treatment
Randomization assigns participants to treatment and control groups by chance to minimize bias and ensure groups are comparable
Dependent variable measures the outcome or effect of the treatment on participants
Confounding variables are extraneous factors that can influence the dependent variable and must be controlled for in the experimental design
Statistical significance indicates the likelihood that the observed results are due to chance rather than the treatment effect
Commonly accepted significance level is p < 0.05, meaning there is less than a 5% probability that the results occurred by chance
External validity refers to the extent to which the results can be generalized to other populations and settings beyond the experiment
Types of Experimental Designs
Completely randomized design randomly assigns participants to treatment and control groups without any blocking or matching
Randomized block design groups participants into blocks based on a relevant characteristic (age, gender) and then randomly assigns treatments within each block
Factorial design tests the effects of two or more independent variables simultaneously by combining different levels of each variable
Crossover design exposes each participant to both the treatment and control conditions in a randomized order with a washout period in between
Within-subjects design measures the same participants under all treatment conditions, reducing variability but potentially introducing order effects
Between-subjects design assigns each participant to only one treatment condition, eliminating order effects but requiring larger sample sizes
Sequential design adjusts the allocation of participants to treatment groups based on interim results to optimize the experiment
Randomization Techniques
Simple random sampling assigns each participant an equal probability of being selected into the treatment or control group
Stratified random sampling divides the population into strata based on relevant characteristics and then randomly samples from each stratum
Cluster random sampling randomly selects clusters (schools, neighborhoods) and then includes all members of the selected clusters in the experiment
Matched pairs design matches participants on key characteristics and then randomly assigns one member of each pair to the treatment group
Adaptive randomization adjusts the probability of assignment to treatment groups based on the characteristics of previously enrolled participants
Minimization is a form of adaptive randomization that assigns participants to minimize imbalances in key characteristics between groups
Permuted block randomization assigns participants to blocks of a fixed size and then randomly allocates treatments within each block
Covariate-adaptive randomization uses participant characteristics to balance treatment assignments and minimize covariate imbalances
Data Collection Methods
Surveys gather self-reported data from participants through questionnaires administered in person, by phone, or online
Interviews involve in-depth questioning of participants by a trained interviewer to collect detailed qualitative data
Observations involve researchers directly observing and recording participant behavior or outcomes
Structured observations use predetermined categories and coding schemes to systematically record data
Unstructured observations allow researchers to freely record any relevant behaviors or events
Physiological measures collect biological data (heart rate, blood pressure) using specialized equipment
Administrative data is collected routinely by organizations (schools, hospitals) and can be used for experimental analysis
Timing of data collection can include pre-test measures before the intervention, post-test measures after, and follow-up measures to assess long-term effects
Blinding involves concealing treatment assignment from participants, researchers, or both to minimize bias in data collection and analysis
Statistical Analysis for Experiments
Hypothesis testing uses statistical methods to determine whether the observed results are likely due to chance or the treatment effect
Null hypothesis (H0) states that there is no significant difference between the treatment and control groups
Alternative hypothesis (Ha) states that there is a significant difference between the groups
t-tests compare the means of two groups to determine if they are significantly different
Independent samples t-test compares means between two separate groups
Paired samples t-test compares means within the same group at different time points
ANOVA (analysis of variance) tests for differences between three or more group means
One-way ANOVA compares means across one independent variable
Two-way ANOVA examines the effects of two independent variables and their interaction
Regression analysis models the relationship between the dependent variable and one or more independent variables
Linear regression assumes a linear relationship between variables
Effect size measures the magnitude of the treatment effect, independent of sample size
Cohen's d compares the difference in means relative to the pooled standard deviation
Odds ratio compares the odds of an outcome between the treatment and control groups
Challenges and Limitations
Hawthorne effect occurs when participants modify their behavior due to awareness of being observed, potentially confounding the results
Experimenter bias can occur when researchers' expectations or preferences influence the study design, data collection, or analysis
Attrition refers to participants dropping out of the study, which can introduce bias if attrition rates differ between treatment and control groups
Generalizability is limited when the sample is not representative of the larger population or when the experimental setting differs from real-world conditions
Ethical considerations may restrict the use of certain treatments or the assignment of participants to control groups
Placebo effects can occur when participants' expectations of the treatment influence their outcomes, even if the treatment is inactive
Spillover effects happen when the treatment affects individuals beyond the intended treatment group, contaminating the control group
Cost and feasibility constraints may limit the scale, duration, or complexity of experiments
Real-World Applications
Clinical trials test the safety and efficacy of new medical treatments (drugs, vaccines) before approval for widespread use
Educational interventions evaluate the impact of teaching methods, curricula, or school policies on student outcomes
Public policy experiments assess the effectiveness of government programs (welfare, job training) in achieving desired social outcomes
Marketing experiments test the impact of advertising campaigns, pricing strategies, or product features on consumer behavior
Agricultural experiments compare the yield, quality, or resistance of different crop varieties or farming practices
Environmental studies evaluate the impact of conservation interventions (protected areas, pollution reduction) on ecological outcomes
Behavioral economics experiments study how psychological factors influence economic decision-making (risk aversion, social preferences)
Ethical Considerations
Informed consent requires that participants understand the purpose, procedures, risks, and benefits of the experiment before agreeing to participate
Confidentiality protects participants' privacy by securely storing data and not disclosing individual identities in published results
Minimizing harm ensures that the risks to participants are justified by the potential benefits and that appropriate safeguards are in place
Equitable selection of participants prevents exploitation of vulnerable populations and ensures fair representation in the sample
Deception may be necessary for some experiments but should be minimized and fully debriefed to participants afterwards
Coercion or undue influence can occur when incentives or authority figures pressure individuals to participate against their will
Independent review boards (IRBs) evaluate the ethical acceptability of proposed experiments and monitor ongoing studies for compliance
Post-experiment follow-up may be necessary to address any adverse effects or to provide promised benefits to participants