Fact-checked by Grok 2 weeks ago

Quasi-experiment

A quasi-experiment is a research design that aims to evaluate the causal effects of an intervention or exposure on an outcome by approximating the conditions of a true experiment, but without the random assignment of participants to treatment and control groups, which is often infeasible, unethical, or impractical in real-world settings. This approach bridges observational studies and randomized controlled trials (RCTs), allowing researchers to infer causality through strategies that address threats to internal validity, such as selection bias and confounding variables. Quasi-experiments are widely applied in fields like public health, education, social sciences, and implementation research, where natural or policy-driven interventions occur without researcher control over group allocation. Key characteristics of quasi-experimental designs include the use of pre-existing or non-randomly formed groups, repeated measures over time, or natural variations in exposure to strengthen causal claims, while acknowledging limitations like reduced over extraneous factors compared to RCTs. Common types encompass non-equivalent designs (which compare and groups before and after ), interrupted (which analyze trends before and after an event), and discontinuity designs (which exploit thresholds for assignment). These designs prioritize and feasibility in naturalistic contexts, such as evaluating changes or programs, but require rigorous statistical adjustments to mitigate biases. The value of quasi-experiments lies in their ability to provide for causal relationships in scenarios where RCTs are not viable, contributing substantially to despite their moderate level of . For instance, they have been instrumental in assessing interventions like smoke-free policies or educational reforms, offering insights into effectiveness under real conditions. Researchers must carefully select designs and apply methods like to enhance credibility, ensuring findings inform policy and practice without overstating certainty.

Overview

Definition and Characteristics

A quasi-experiment is an design that evaluates the effects of an or on a target population but does not incorporate of participants to conditions, often utilizing pre-existing groups or naturally occurring events instead. This approach aims to infer causal relationships by approximating the structure of true experiments while adapting to real-world constraints where is impractical or unethical. Unlike purely observational studies, quasi-experiments involve the exploitation of natural or policy-driven s to examine their impact, providing a stronger basis for causal claims through structured comparisons rather than mere . Key characteristics of quasi-experiments include the absence of , which distinguishes them from randomized controlled trials and increases the risk of , as groups may differ systematically before the . Researchers typically employ intact or pre-existing groups, such as classrooms, workplaces, or communities, to form and conditions, relying on these natural divisions to facilitate . The design emphasizes through evidence of temporal precedence—where the precedes observed changes—and covariation between the and outcomes, often assessed via pre- and post- measurements to for differences. This focus allows quasi-experiments to test hypotheses about effects in applied settings, such as or , where ethical or logistical barriers prevent full experimental . A basic setup in quasi-experimental might involve comparing outcomes across affected differently by a change, such as implementing a new in one area while observing a similar untreated as a , without randomly selecting locations for the . For instance, evaluating the impact of environmental regulations on air quality might use cities with staggered adoption timelines, analyzing pre- and post-implementation data to attribute changes to the rather than factors. These examples highlight how quasi-experiments leverage real-world variations to approximate , prioritizing practical applicability over the idealized conditions of laboratory-based true experiments.

Historical Development

The concept of quasi-experiments emerged in the mid-20th century within the social sciences, as researchers addressed the need for in non-laboratory settings where full was often infeasible. and Julian C. Stanley provided the foundational framework in their 1963 book, Experimental and Quasi-Experimental Designs for Research, which delineated various quasi-experimental designs and introduced a of validity threats to guide their application. This work built on earlier experimental traditions but emphasized practical adaptations for , particularly in and during the , where it facilitated evaluations of teaching interventions and psychological programs without . In the 1970s, quasi-experimental methods gained prominence in policy evaluation through collaboration with Thomas D. Cook, culminating in their 1979 , Quasi-Experimentation: Design and Analysis Issues for Field Settings. This text expanded on design strategies for real-world social programs, highlighting techniques to counter factors in non-randomized studies. earlier articulation of threats to —such as history, maturation, and selection biases—remained a cornerstone, influencing how researchers assessed the credibility of causal claims in applied settings. The 1980s and 1990s marked refinements in and , where quasi-experimental designs were increasingly used to assess population-level interventions, such as changes, leveraging natural variations in exposure. These decades saw methodological advancements to enhance and generalizability in observational contexts. By the early , William R. Shadish, , and Campbell synthesized these evolutions in their 2002 book, Experimental and Quasi-Experimental Designs for Generalized , which updated validity frameworks and integrated insights from diverse fields for broader causal generalization. From the to the , quasi-experimental methods further evolved through incorporation of advanced statistics, notably —introduced by Paul R. Rosenbaum and Donald B. Rubin in 1983—to balance covariates and approximate experimental conditions in observational data, as well as the developed by Alberto Abadie, Alexis Diamond, and Jens Hainmueller in 2010 for estimating treatment effects in comparative case studies. These integrations, including more recent applications of techniques for , have strengthened causal inferences across social and health sciences as of 2025.

Comparison to True Experiments

Key Differences

The primary distinction between quasi-experiments and true experiments lies in the absence of randomization in quasi-experimental designs. True experiments employ random assignment of participants to treatment and control groups, which ensures equivalence between groups at baseline and minimizes selection bias by distributing both known and unknown confounders evenly across conditions. In contrast, quasi-experiments utilize pre-existing or intact groups, such as classrooms or communities, without random allocation, which can introduce systematic differences between groups and elevate the risk of confounding variables influencing outcomes. Control mechanisms also differ markedly between the two approaches. True experiments incorporate rigorous experimental controls, including manipulation of the independent variable under highly standardized conditions, often in laboratory settings, to isolate its effects while holding extraneous factors constant through randomization and blocking. Quasi-experiments, however, depend on alternative strategies such as matching participants on observed characteristics, statistical adjustments like propensity score methods, or temporal comparisons (e.g., pre- and post-intervention measurements) to approximate equivalence, though these methods cannot fully address unobserved confounders. Regarding , true experiments provide the strongest basis for establishing due to their ability to rule out rival explanations through and controlled environments, allowing direct attribution of effects to the . Quasi-experiments offer a weaker but still valuable approximation of , relying on design features to establish temporal precedence and control for plausible alternatives, yet they necessitate additional assumptions about the absence of unmeasured biases to support causal claims. Finally, differences in resource demands and feasibility highlight the practical trade-offs. True experiments often require substantial resources for participant , logistics, and controlled , making them ideal for settings where ethical and logistical barriers to randomization are absent. Quasi-experiments, being typically field-based with less stringent controls, are more feasible in real-world contexts where randomization is unethical (e.g., assigning treatments to ), impractical, or disruptive, thus enabling research in naturalistic environments despite heightened threats to validity.

Applications and When to Use

Quasi-experimental designs are commonly applied in fields where is challenging, such as , where they facilitate evaluations of school programs like reforms or initiatives by comparing outcomes across non-randomly assigned classrooms or . In , these designs assess the impacts of legislative changes, such as welfare reforms or environmental regulations, using existing group divisions like geographic regions. research employs them for community-level interventions, including campaigns or behavioral change programs, leveraging natural groupings like hospitals or neighborhoods. In economics, quasi-experiments often manifest as natural experiments triggered by shocks, such as sudden changes or disruptions, to estimate causal effects on or consumer behavior. A prominent real-world example is the evaluation of nationwide indoor smoking bans, where pre-post community data compared smoking prevalence and related health outcomes before and after implementation, often incorporating control regions to isolate policy effects. Another illustration involves nonequivalent group studies in workplace training, such as a leadership development program in a municipal organization, where managers in the training group were compared to a non-randomly selected control group of peers, measuring changes in employee satisfaction and performance via pre- and post-assessments. Researchers opt for quasi-experimental designs when true is infeasible due to ethical constraints, such as withholding beneficial treatments from vulnerable populations, or logistical barriers, like the scale of large societal interventions. They are particularly suited for investigating , such as ' economic impacts, or broad-scale policies affecting entire populations, where controlled assignment would be impractical. However, quasi-experiments are not ideal for settings demanding high over variables, where true experiments better minimize factors. Whenever feasible, researchers should transition to randomized controlled trials to enhance strength.

Research Design

Fundamental Principles

Quasi-experimental studies are constructed by following a structured sequence of methodological steps to approximate in non-randomized settings. The process begins with identifying the or of interest, denoted as X, which is typically an existing , , or natural event rather than one manipulated by the researcher. Next, researchers select comparison groups, often using non-random methods such as matching on key covariates like age, , or baseline scores to create groups that are as similar as possible to the group. Outcomes are then measured before and after the —represented as O1 (pretest) and O2 (posttest)—to capture changes attributable to the while accounting for pre-existing differences. Finally, efforts are made to for time-varying confounders, such as external events or maturation effects, through design features like additional variables or timing adjustments. At the core of quasi-experimental are several key principles that guide robust design. Temporal order must be established, ensuring the precedes the outcome measurement to support claims, as depicted in standard notation where observations follow the treatment in sequence. Group similarity is maximized to minimize , achieved through techniques like pretest assessments or covariate matching, which help equate treatment and comparison groups on relevant characteristics. Statistical controls, such as (ANCOVA), are essential for adjusting baseline differences between groups, allowing researchers to isolate treatment effects more accurately than raw comparisons. Data collection in quasi-experiments emphasizes the use of multiple observations over time to strengthen , such as repeated pre- and post-intervention measures that reveal trends and reduce reliance on single points. Reliable instruments are critical, selected for their validity, consistency, and minimal reactivity to avoid introducing or during the study. For analysis, quasi-experimental studies typically employ models to estimate effects, with the as the predictor and outcomes as the dependent , while incorporating covariates to adjust for potential confounders. These models, including or ANCOVA, help quantify the on the treated by statistically controlling for and other imbalances, providing a more precise estimate than simple difference-in-means approaches.

Types of Quasi-experimental Designs

Quasi-experimental designs encompass several variants that approximate the structure of true experiments while accommodating real-world constraints such as the inability to randomize participants. These designs are particularly useful in fields like , , and policy evaluation, where ethical or logistical barriers prevent . The major types include the nonequivalent control group design, interrupted time series design, , and difference-in-differences design, each tailored to specific data availability and intervention contexts. Additional approaches, such as and instrumental variable methods, extend quasi-experimental strategies by addressing selection biases through statistical adjustments. The nonequivalent control group , also known as the pretest-posttest nonequivalent groups , involves comparing an experimental group that receives the (X) with a control group that does not, using pretests (O) and posttests for both groups without . Its structure is typically notated as O X O for the experimental group and O O for the control group, where groups are naturally formed, such as intact classrooms or communities. This assesses through pretests and controls for threats like history and maturation by comparing changes across groups, though it remains vulnerable to selection biases where groups differ systematically at . It is commonly applied in educational settings to evaluate teaching s when is infeasible. The design relies on multiple observations of a single group before and after the introduction of an to detect changes in level or trend. Represented as O₁ O₂ O₃ ... Oₙ X Oₙ₊₁ Oₙ₊₂ ..., it uses repeated measures over time, such as monthly outcomes, to establish a pre- baseline trend against which post- shifts are compared. This approach strengthens by ruling out maturation and testing effects within the series but can be confounded by concurrent events (history threats) unless segmented or controlled. It is ideal for evaluating policy changes or campaigns that affect entire populations over time, like reforms impacting rates. In the , assignment is determined by a continuous crossing a predefined , allowing comparison of outcomes for units just above and below the , who are presumed similar except for the . For example, students scoring above a test receive a (X), with outcomes analyzed near the to estimate local effects. This design assumes continuity of the outcome function absent the and is robust to if the is not manipulable, making it suitable for program evaluations like eligibility or medical . It approximates at the , providing strong for average effects on the treated near the boundary. The difference-in-differences design compares changes in outcomes over time between a group exposed to the and a group not exposed, assuming trends in the absence of . Notated as pre- and post- observations for both groups (e.g., O1 ( pre), O2 ( pre), X, O3 ( post), O4 ( post)), it estimates the as the between group and time. This method controls for time-invariant confounders and common trends but relies on the trends assumption and can be sensitive to differential trends or concurrent events. It is widely used in , such as evaluating the impact of laws on across regions. Propensity score matching designs treat the probability of treatment assignment (propensity score) as a balancing tool to pair treated and untreated units with similar observed covariates, creating a pseudo-randomized comparison. The score is typically estimated via logistic regression, and matching (e.g., nearest neighbor) balances confounders to approximate the average treatment effect. This method assumes no unmeasured confounding and is used in observational data from surveys or registries to evaluate interventions like job training programs. Similarly, instrumental variable approaches employ an exogenous variable (instrument) that influences treatment but not the outcome directly, isolating causal effects for "compliers" via two-stage least squares estimation. Instruments must satisfy relevance and exclusion restrictions, making this suitable for economic analyses of policies with partial compliance, such as school voucher lotteries. Selection of a depends on the nature of the intervention and available data; for instance, designs are preferred for ongoing, population-wide policies where longitudinal measurements exist, while suits threshold-based assignments with continuous eligibility scores. Nonequivalent groups work well with naturally occurring groups and data, whereas matching or variables are chosen for rich covariate datasets to adjust for selection. Researchers should prioritize designs that best approximate counterfactuals given ethical and practical constraints, often combining elements like adding comparison groups to for enhanced rigor.

Validity and Threats

Internal Validity

Internal validity in quasi-experimental research refers to the extent to which a can establish that the or caused the observed changes in the outcome, without alternative explanations the . Unlike true experiments with , quasi-experiments are particularly susceptible to threats because intact groups are compared, making it challenging to rule out pre-existing differences or other factors. Key threats to , as outlined in Campbell's framework and adapted for quasi-experimental contexts, include eight primary sources of potential bias. arises from pre-existing differences between non-randomly assigned groups, such as comparing students from different schools where one group may already have higher levels, leading to attribution of outcomes to the rather than true effects. Maturation involves natural changes over time, like participants aging or gaining experience, which can mimic effects in a nonequivalent group if groups mature at different rates. encompasses external events occurring between measurements, such as a change or affecting one group but not another in a time-series quasi-experiment. refers to shifts in measurement tools or observers, for instance, if rater fatigue alters scores in pre- and post-assessments for a program. Other threats include testing (pretest sensitization influencing posttest responses), statistical regression (extreme pretest groups naturally moving toward the mean), experimental mortality (differential dropout biasing results), and interactions like selection-maturation (group differences amplifying over time). In quasi-experiments, these threats are amplified due to the absence of , often requiring s like interrupted time-series to isolate effects from or maturation. To mitigate these threats, researchers employ design features and statistical adjustments tailored to quasi-experimental limitations. Pre-tests allow comparison of baseline differences, helping control for selection and maturation in nonequivalent group designs. Statistical covariates, such as (ANCOVA), adjust for pre-existing imbalances, reducing the impact of and regression artifacts. Design elements like multiple observations across settings or groups further address history and by providing replication and . Campbell's framework emphasizes that while no single quasi-design eliminates all eight threats, combining elements—such as control groups with —strengthens causal claims. Assessment of internal validity often involves sensitivity analyses to evaluate the robustness of findings against unmeasured confounders. These methods, such as bounding approaches or propensity score adjustments, test how much hidden bias would need to exist to overturn conclusions, particularly useful in observational quasi-experiments like difference-in-differences designs. By simulating plausible levels of confounding, researchers can quantify the degree to which threats like selection or history might invalidate results, informing the reliability of causal inferences.

External Validity

External validity in quasi-experimental research refers to the extent to which causal inferences drawn from a can be generalized to other populations, settings, times, or outcome measures beyond those specifically examined. This concept encompasses the generalizability of effects across diverse units, contexts, and constructs, distinguishing it from , which focuses on causal accuracy within the itself. In quasi-experimental designs, is particularly salient because these studies often leverage naturally occurring variations in real-world scenarios, allowing for inferences that may apply more broadly than those from highly controlled true experiments. A primary challenge to in quasi-experiments arises from the use of non-randomized, intact groups drawn from real-world contexts, which can enhance —the realism of the study environment—but introduce limitations in precision and control comparable to settings. This often results in trade-offs with , as efforts to approximate may prioritize causal identification over broad representativeness, leading to "local" effects that are specific to the study's unique conditions. For instance, selection biases in non-equivalent groups can amplify context-dependent interactions, making it difficult to determine whether observed effects would hold in unaltered environments. Several key factors influence the of quasi-experimental findings. Sample diversity, including geographic and demographic representation, plays a critical role; for example, studies limited to urban areas may not generalize to rural populations due to differing socioeconomic contexts. scalability is another factor, as the feasibility, cost, and of an can vary across settings, potentially altering its . Additionally, interaction effects with contextual elements, such as cultural variations or temporal changes, can moderate outcomes; a effective in one cultural setting might yield different results elsewhere due to unmeasured moderators. To enhance , researchers can employ strategies such as replication across multiple sites to test the consistency of effects in varied contexts. Meta-analyses of similar quasi-experimental studies provide aggregated on generalizability by synthesizing effects from diverse implementations, helping to identify patterns or moderators. Transparent reporting of study constraints, including detailed descriptions of participant characteristics, settings, and implementation fidelity, further aids in assessing applicability to other scenarios. Representative examples illustrate these dynamics in policy evaluations. In the National Evaluation of Welfare-to-Work Strategies, a quasi-experimental of job programs across multiple U.S. sites revealed significant variations in employment outcomes, complicating generalizations from local implementations to levels due to site-specific economic and demographic factors. Similarly, evaluations of impacts using discontinuity designs have shown heterogeneous effects across urban districts, underscoring the need for cautious extrapolation when scaling findings from city-level data to broader educational reforms.

Advantages and Limitations

Advantages

Quasi-experimental designs provide significant practical benefits, particularly in contexts where true is infeasible, unethical, or logistically challenging. They facilitate easier implementation in natural, real-world settings by leveraging ongoing interventions, policy changes, or natural events without the need to artificially assign participants to groups. This approach is especially cost-effective for large-scale studies, as it often utilizes existing administrative data or records, minimizing and manipulation costs associated with randomized controlled trials (RCTs). Moreover, quasi-experiments enhance ethical acceptability by avoiding scenarios where might withhold beneficial treatments from vulnerable populations, such as during emergencies. From a scientific , these designs excel in delivering high , capturing outcomes that closely reflect everyday conditions rather than artificial laboratory environments. They serve as a robust tool for generating preliminary causal evidence, which can guide the planning of more rigorous true experiments when feasible. Additionally, their flexibility with pre-existing enables analyses of unmanipulable events, strengthening inferences by addressing potential confounders through design features like comparison groups or time-series adjustments. A key example of their utility in rapid assessment is the evaluation of rollouts, where quasi-experimental methods such as regression discontinuity designs have estimated first-dose effectiveness by exploiting age-based eligibility cutoffs, avoiding the ethical issue of randomly withholding vaccines. Overall, quasi-experiments bridge the divide between correlational observational studies and RCTs, providing more credible causal insights in applied settings while maintaining greater feasibility than fully experimental approaches.

Disadvantages

Quasi-experimental designs suffer from methodological weaknesses that undermine the strength of causal inferences compared to randomized controlled trials. Without , these designs are prone to variables and selection biases, where systematic differences between and comparison groups—such as preexisting characteristics or unobserved factors—can distort estimated effects. For instance, nonrandom assignment may lead to overestimation of effect sizes, as groups are not equivalent at baseline, limiting the ability to attribute outcomes solely to the . To address these issues, quasi-experiments often require advanced statistical techniques for bias correction, such as or difference-in-differences analysis, which adjust for observed confounders but introduce additional risks of model misspecification and error if assumptions like parallel trends fail to hold. These methods demand large sample sizes—typically 10–15 times the number of covariates—and expertise in multivariable , yet they cannot fully eliminate biases from unmeasured or variables, potentially leading to flawed conclusions. Practically, quasi-experiments involve time-consuming efforts to collect and match data for control groups, including baseline measurements and longitudinal tracking, which can be resource-intensive without guaranteed equivalence. Ruling out alternative explanations is particularly challenging without randomization, as historical events, maturation effects, or other external influences may coincide with the intervention, complicating attribution. A notable example of misattribution occurs in , such as evaluations of water access programs in , where initial analyses attributed reductions in child diarrhea to the , but factors like urban versus rural residency led to biased estimates until corrected for these differences. Similarly, in Chile's Solidario poverty alleviation program, selection into treatment favored poorer, less educated households, creating socioeconomic confounders that risked overstating program impacts without advanced adjustments. Overall, quasi-experiments hold lower status in the , ranking below randomized trials in fields like and , which diminishes their perceived rigor and influence in policy decisions. Their validity heavily depends on the researcher's skill in , handling, and statistical , making outcomes vulnerable to implementation errors.

Ethical Considerations

Key Ethical Issues

One of the primary ethical dilemmas in quasi-experimental research arises from the potential harm associated with withholding potentially effective interventions from non-randomized groups. Unlike randomized controlled trials, where helps distribute risks equitably, quasi-experimental designs often rely on pre-existing or intact groups, which can lead to unequal exposure to benefits and exacerbate vulnerabilities, particularly in applied settings like or . For instance, in community trials evaluating programs, withholding a beneficial intervention like a licensed from a group raises concerns about denying access to life-saving measures based on geographic or administrative . This issue is especially pronounced when interventions are believed to be beneficial, as withholding them could result in avoidable harm to participants in the comparison group. Informed consent presents another significant challenge in quasi-experimental studies, particularly when working with intact groups such as schools, workplaces, or communities where individual is impractical or impossible. Obtaining truly voluntary becomes complicated because participants may feel pressured to participate due to or institutional affiliations, and vulnerable populations—like children with severe learning disabilities—may lack the capacity to provide direct assent, necessitating proxy from guardians or advocates. In involving preverbal children, for example, ongoing processes must involve multiple stakeholders to monitor comfort and allow , yet this can still expose conflicts between researcher objectives and participant well-being. These consent hurdles are heightened in sensitive fields like , where group assignments may inadvertently stigmatize or isolate individuals. Equity concerns further complicate quasi-experimental , as non-random selection can systematically disadvantage marginalized or vulnerable populations through inherent selection biases. For example, assigning interventions based on existing group characteristics—such as in community-based studies—may perpetuate inequalities by providing benefits unevenly, leaving underserved groups without access to programs that could address disparities in or outcomes. In natural experiments, like policy evaluations affecting entire regions, this raises fairness questions about who bears the burden of serving as a and whether the truly advances rather than reinforcing it. Such biases not only risk harming participants but also undermine the value of the by potentially excluding those most in need from inclusion as active partners. Quasi-experimental designs must align with (IRB) standards, which require minimizing risks, ensuring equitable subject selection, and justifying the absence of when it would be unethical, such as in scenarios involving intact groups or sensitive interventions. IRBs evaluate these studies for protections against and , but tensions persist in areas like research, where non-randomization may conflict with ethical imperatives to provide standard care to all participants. Compliance with these regulations helps mitigate but does not eliminate the inherent ethical trade-offs between scientific rigor and participant rights in real-world applications.

Mitigation Strategies

To address ethical concerns in quasi-experimental research, investigators must prioritize (IRB) or approval, which ensures protocols align with standards such as those outlined in the Declaration of Helsinki. This step verifies that potential risks, including unequal access to interventions due to non-random assignment, are minimized through rigorous oversight. A primary mitigation strategy involves adapting informed consent processes to the population's capacities, particularly in vulnerable groups like individuals with severe learning disabilities. For instance, researchers can establish a network of advocates—including parents, educators, and caregivers—to provide ongoing assent monitoring and proxy consent, thereby safeguarding without compromising participation. In studies involving preverbal children, this approach has been used to navigate consent challenges by involving multiple stakeholders in . Design choices play a crucial role in reducing harm from potential withholding of beneficial interventions. Quasi-experimental designs inherently mitigate some ethical dilemmas of randomized controlled trials (RCTs) by avoiding random denial of treatment; for example, pre-post designs with non-equivalent control groups allow interventions to proceed at existing sites without exclusion. Stepped wedge designs further enhance equity by staggering implementation across groups, ensuring all participants eventually receive the intervention while enabling comparative analysis. designs leverage natural policy changes or events, eliminating the need for artificial withholding and thus addressing fairness concerns in real-world settings. To counter risks of distress during , such as from , researchers should incorporate and flexibility to abandon or modify procedures if harm is observed. In one study on intensive interaction for children with disabilities, passive was discontinued upon noting pupil distress, prioritizing welfare over methodological purity. Additionally, for issues—especially with sensitive materials like videos—designating the researcher as a "banker" facilitates controlled access for participants and families, promoting and . Stakeholder engagement and transparent reporting are essential for broader ethical integrity. Collaborating with community partners during design phases helps identify and address inequities in , while statistical techniques like matching or propensity score analysis approximate to reduce without ethical trade-offs. Post-study, full of limitations, including how ethical safeguards were implemented, fosters accountability and informs future . These strategies collectively balance scientific rigor with principles of beneficence and .

References

  1. [1]
    An Introduction to the Quasi-Experimental Design (Nonrandomized ...
    May 1, 2025 · Quasi-experimental design strategies are those that, while not incorporating every component of a true experiment, can be developed to make some inferences.Missing: key | Show results with:key
  2. [2]
    Experimental and quasi-experimental designs in implementation ...
    Quasi-experimental designs include pre-post designs with a non-equivalent control group, interrupted time series (ITS), and stepped wedge designs. Stepped ...
  3. [3]
    Conceptualising natural and quasi experiments in public health
    Feb 11, 2021 · Quasi experiments (QES) and NES thus combine features of experiments (exogenous exposure) and non-experiments (observations without a researcher ...Abstract · A Study Design · DiscussionMissing: characteristics | Show results with:characteristics<|control11|><|separator|>
  4. [4]
    The Use and Interpretation of Quasi-Experimental Studies in ... - NIH
    Quasi-experiments are studies that aim to evaluate interventions but that do not use randomization. Similar to randomized trials, quasi-experiments aim to ...
  5. [5]
    [PDF] EXPERIMENTAL AND QUASI-EXPERIMENT Al DESIGNS FOR ...
    In this chapter we shall examine the validity of 16 experimental designs against 12 com mon threats to valid inference. By experi.
  6. [6]
    Observational vs. experimental studies - Institute for Work & Health
    Observational studies observe the effect of an intervention without trying to change who is or isn't exposed to it, while experimental studies introduce an ...
  7. [7]
    Quasi Experiment - an overview | ScienceDirect Topics
    Quasi-experiments are defined as research designs that resemble experiments but lack random assignment to experimental and control groups, which limits the ...
  8. [8]
    Quasi-Experimental Research – Research Methods in Psychology
    Quasi-experimental research is research that resembles experimental research but is not true experimental research.Missing: Stanley | Show results with:Stanley
  9. [9]
    Quasi-Experimental Design: Definition, Types, Examples - Appinio
    Dec 19, 2023 · One region could represent the treatment group (with tax policy changes), while a similar region with no tax policy changes serves as the ...
  10. [10]
    Campbell DT, Stanley JC (1963) - The James Lind Library
    Whole article. Download the full article as a PDF. Campbell DT, Stanley JC (1963). Experimental and quasi-experimental designs for research.
  11. [11]
    [PDF] A Primer on Experimental and Quasi-experimental 28p. - ERIC
    In the traditions of Campbell and Stanley, and Cook and Campbell, this paper will elucidate some of the more common types of research designs, along with the.
  12. [12]
    [PDF] EXPERIMENTAL AND QUASI-EXPERIMENTAL DESIGNS FOR ...
    For example, Campbell and Stan- ley (1.9631 described themselves as: committed to the experiment: as the only means for settling disputes regarding educa-.
  13. [13]
    Experimental and quasi-experimental designs for generalized ...
    Shadish, W. R., Cook, T. D., & Campbell, D. T. (2002). Experimental and quasi-experimental designs for generalized causal inference. Houghton, Mifflin and ...
  14. [14]
    The central role of the propensity score in observational studies for ...
    The propensity score is the conditional probability of assignment to a particular treatment given a vector of observed covariates.
  15. [15]
    Quasi-Experimental Designs for Causal Inference - PMC
    MATCHING AND PROPENSITY SCORE DESIGN. This section considers quasi-experimental designs in which researchers lack control over treatment selection but have good ...
  16. [16]
    13. Experimental design – Graduate research methods in social work
    The primary difference between quasi-experimental research and true experimental research is that quasi-experimental research does not involve random assignment ...
  17. [17]
    Experiments and Quasi-Experiments - ICPSR - University of Michigan
    An experiment manipulates a variable to measure the outcome. True experiments control all factors, while quasi-experiments do not, and lack random assignment.
  18. [18]
    5. Chapter 5: Experimental and Quasi-Experimental Designs
    Quasi-experiments include a group of research designs that are missing a key element found in the classic experiment and other experimental designs (hence the ...
  19. [19]
    Use of Quasi-Experimental Research Designs in Education Research
    Apr 21, 2020 · This chapter explores the growth, applicability, promise, and limitations of quasi-experimental research designs in education research.
  20. [20]
    [PDF] Quasi-experiments for public policy evaluation - CREM
    Typical applications relate to programs in education, public health, and economic policies.
  21. [21]
    On the use of quasi-experimental designs in public health evaluation
    Jun 17, 2015 · Quasi-experimental designs are often applied in public health research to assess phenomena for which truly experimental studies are not feasible ...
  22. [22]
    [PDF] natural and quasi- experiments in economics
    A natural experiment induced by policy changes, government randomization or other events may allow a researcher to obtain exogenous variation in the main ...
  23. [23]
    Nationwide indoor smoking ban and impact on smoking behaviour ...
    Mar 11, 2022 · The quasi-experimental study design is the major strength of this study. The comparison with an appropriate control group provides suggestive ...
  24. [24]
    Leadership Training to Increase Need Satisfaction at Work - Frontiers
    The purpose of the present study is to evaluate a leadership training that aims to improve managers' need-supportive behaviors toward employees and thereby ...
  25. [25]
    [PDF] Quasi-Experimental Design and Methods - Better Evaluation
    There are different techniques for creating a valid comparison group such as regression discontinuity design (RDD) and propensity score matching (PSM).Missing: history | Show results with:history
  26. [26]
    Quasi-experimental study designs series-paper 4: uses and value
    Quasi-experimental studies are increasingly used to establish causal relationships in epidemiology and health systems research.
  27. [27]
    Selecting and Improving Quasi-Experimental Designs in ...
    Mar 31, 2021 · In this paper we present three important QEDs and variants nested within them that can increase internal validity while also improving external validity ...
  28. [28]
    Quasi-Experimental Design | Definition, Types & Examples - Scribbr
    Jul 31, 2020 · A quasi-experimental design aims to establish a cause-and-effect relationship between an independent and dependent variable.Differences between quasi... · Types of quasi-experimental... · When to use quasi...
  29. [29]
    How to Design and Analyze Quasi-experiments - Statology
    Jan 29, 2025 · This article will over a comprehensive overview to understanding, designing, and analyzing quasi-experiments.
  30. [30]
    [PDF] Analysis of Covariance (ANCOVA) - Portland State University
    When Is ANCOVA Used? ANCOVA is commonly used for analysis of quasi-experimental studies, when the treatment groups are not randomly assigned and the researcher ...
  31. [31]
    None
    ### Types of Quasi-Experimental Designs and Criteria for Selection
  32. [32]
    Experimental and Quasi‐Experimental Designs for Generalized ...
    In Shadish, Cook, and Campbell, construct validity is expanded to include the labeling of persons and settings. Similarly, external validity in Cook and ...
  33. [33]
    [PDF] Best Practice Recommendations for Replicating Experiments in ...
    Hence, replication research designs often incur a trade-off between internal and external val- idity. External validity can then be produced through a string of ...
  34. [34]
    [PDF] Methods for Policy Analysis
    Therefore, one approach to estimating the external validity bias would use data from studies that selected a representative sample of sites and studies that ...
  35. [35]
    Quasi-experimental study: comparative studies - GOV.UK
    Sep 8, 2021 · Based on these 3 routes, here is an overview of different types of quasi-experimental designs. Quasi-experimental designs with a comparison.
  36. [36]
    Estimating the Effectiveness of First Dose of COVID-19 Vaccine ...
    Sep 5, 2022 · RDD has been proposed as a method to estimate COVID-19 vaccine effectiveness due to the age-based rollout that many countries have adopted but ...
  37. [37]
    The Limitations of Quasi-Experimental Studies, and Methods ... - NIH
    Quasi-experimental studies lack randomization, may have systematic biases, and are flawed due to unmeasured confounds, making them flawed.
  38. [38]
    Quasi-Experimental Designs - PMC - PubMed Central
    Quasi-experimental studies evaluate the association between an intervention and an outcome using experiments in which the intervention is not randomly assigned.Missing: 1980s | Show results with:1980s
  39. [39]
    The Limitations of Quasi-Experimental Studies, and Methods for ...
    Aug 24, 2021 · Quasi-experimental studies lack randomization, may have systematic biases, and are flawed, making them flawed and best avoided.
  40. [40]
    [PDF] Determining the level of evidence: Experimental research appraisal
    The quasi-experimental design will always fall lower than an RCT in an evidence hierarchy, regardless of the model consulted. Despite this limitation, ...
  41. [41]
    [PDF] Ethics in quasi-experimental research on people with severe ...
    Conducting quasi-experimental research in current learning disability contexts raises many ethical dilemmas and exposes possible conflicts of interest between ...
  42. [42]
    Quasi-Experimental Design: Types, Examples, Pros, and Cons - 2025
    Jun 16, 2022 · A quasi-experimental design has several advantages, including: 1. Higher external validity: Quasi-experimental research designs tend to have ...<|control11|><|separator|>
  43. [43]
    IRB Guidebook: Chapter IV Consideration of Research Design
    Quasi-Experimental Study: A study that is similar to a true experimental study except that it lacks random assignment of subjects to treatment groups. (See ...