Non-Overlap Measures PND PEM ECL (PEM-T) NAP TauU TauUadj.

Slides:



Advertisements
Similar presentations
Dynamic panels and unit roots
Advertisements

Statistical Analysis of Single Case Design Serial Dependence Is More than Needing Cheerios for Breakfast.
Chapter 11- Confidence Intervals for Univariate Data Math 22 Introductory Statistics.
PTP 560 Research Methods Week 4 Thomas Ruediger, PT.
Statistical Tests Karen H. Hagglund, M.S.
Wilcoxon Tests What is the Purpose of Wilcoxon Tests? What are the Assumptions? How does the Wilcoxon Rank-Sum Test Work? How does the Wilcoxon Matched-
Statistics The systematic and scientific treatment of quantitative measurement is precisely known as statistics. Statistics may be called as science of.
10.0 Systematic Reviews for Single Subject Designs.
Non-parametric statistics
Choosing Statistical Procedures
EFFECT SIZE Parameter used to compare results of different studies on the same scale in which a common effect of interest (response variable) has been.
© 2005 The McGraw-Hill Companies, Inc., All Rights Reserved. Chapter 12 Describing Data.
Copyright © 2011 Pearson Education, Inc. All rights reserved. Doing Research in Behavior Modification Chapter 22.
Doing Research in Behavior Modification
Chapter 11 Research Methods in Behavior Modification.
©2006 Prentice Hall Business Publishing, Auditing 11/e, Arens/Beasley/Elder Audit Sampling for Tests of Details of Balances Chapter 17.
©2010 Prentice Hall Business Publishing, Auditing 13/e, Arens//Elder/Beasley Audit Sampling for Tests of Details of Balances Chapter 17.
QUALITY ASSURANCE Reference Intervals Lecture 4. Normal range or Reference interval The term ‘normal range’ is commonly used when referring to the range.
Non-Overlap Methods in Single Case Research Methodology Erin E. Barton, PhD, BCBA-D.
Unit 1 Accuracy & Precision.  Data (Singular: datum or “a data point”): The information collected in an experiment. Can be numbers (quantitative) or.
Quantitative Skills 1: Graphing
Slide 1 Estimating Performance Below the National Level Applying Simulation Methods to TIMSS Fourth Annual IES Research Conference Dan Sherman, Ph.D. American.
Effect Sizes for Meta-analysis of Single-Subject Designs S. Natasha Beretvas University of Texas at Austin.
Experimental Research Methods in Language Learning Chapter 11 Correlational Analysis.
Current Methodological Issues in Single Case Research David Rindskopf, City University of New York Rob Horner, University of Oregon.
Calculating Effect Sizes for Single Subject Designs 10.1.
Random Thoughts On Enhancing the Scientific Credibility of Single-Case Intervention Research: Randomization to the Rescue Thomas R. Kratochwill and Joel.
Chapter 3 For Explaining Psychological Statistics, 4th ed. by B. Cohen 1 Chapter 3: Measures of Central Tendency and Variability Imagine that a researcher.
© Copyright McGraw-Hill Correlation and Regression CHAPTER 10.
Biostatistics Nonparametric Statistics Class 8 March 14, 2000.
Overlap Methods derived from Visual Analysis in Single Case Research Methodology In collaboration with Brian Reichow and Mark Wolery.
Variability Introduction to Statistics Chapter 4 Jan 22, 2009 Class #4.
Tutorial I: Missing Value Analysis
Chapter 21prepared by Elizabeth Bauer, Ph.D. 1 Ranking Data –Sometimes your data is ordinal level –We can put people in order and assign them ranks Common.
Brief Comments on Single-Case Effect Sizes and Meta-Analyses* Joel R. Levin University of Arizona *Based, in part, on Kratochwill, T. R., & Levin, J. R.
Statistical Randomization Tests: Issues and Applications Randomization Tests versus Permutation Tests Randomization Tests versus Permutation Tests Test.
IES Project Director’s Meeting June 2010 Rob Horner University of Oregon.
IES Single-Case Research Institute: Training Visual Analysis Rob Horner University of Oregon
1 Negative Results and Publication Bias in Single- Case Research Applications of the WWC Standards in Literature Reviews.
ScWk 298 Quantitative Review Session
32931 Technology Research Methods Autumn 2017 Quantitative Research Component Topic 4: Bivariate Analysis (Contingency Analysis and Regression Analysis)
DAY 2 Visual Analysis of Single-Case Intervention Data Tom Kratochwill
Single-Case Effect Size and Meta-Analytic Measures
Single-Case Research and Meta-Analysis: A How-To panel
Workshop on Demographic Analysis Fertility: Reverse Survival of Children & Mothers With Introduction to Own Children Methods.
Matthew Burns University of Missouri
Single-Case Effect Size and Meta-Analytic Measures
Calculating Effect Sizes for Single Subject Designs
NONPARAMETRIC STATISTICS
Goals of the Presentation
Research Methodology Lecture No :25 (Hypothesis Testing – Difference in Groups)
Single Subject Research
Actual analyses Visual analysis Increasing trends Immediacy of effects
A Meta-Analysis of Video Modeling Interventions that Teach Employment Related Skills to Individuals with Autism Carol Sparber, M.Ed. Intervention Specialist.
META ANALYSIS OF VIDEO MODELING INTERVENTIONS
H676 Meta-Analysis Brian Flay WEEK 1 Fall 2016 Thursdays 4-6:50
Practical clinical chemistry
Correlation and Regression
Single-Factor Studies
Single-Factor Studies
Gerald Dyer, Jr., MPH October 20, 2016
Statistics in SPSS Lecture 9
EPSY 5245 EPSY 5245 Michael C. Rodriguez
What are their purposes? What kinds?
Small-n Designs.
Single-Case Intervention Research Training Institute
Inferential Statistics
Social Research.
Single-Case Intervention Research Training Institute
 Measures of central tendency  Measures of central tendency are a combination of two words i.e. ‘measure’ and ‘Central tendency’. Measure means methods.
Presentation transcript:

Non-Overlap Measures PND PEM ECL (PEM-T) NAP TauU TauUadj

Percent Non-overlapping Data (PND) If anticipating an increase, find the highest data point in the A phase, and then find the percent of the B phase data points that exceed it.

PND - Concerns 1. Instability Sensitive to Outliers Sensitive to Number of Baseline Observations

PND - Concerns 2. Ignores Baseline Trend

PND - Concerns 3. Ceiling Effect

PND - Concerns 4. No known sampling distribution Cannot weight effect sizes based on precision 5. Not comparable to group effect sizes Limits audience

Alternative Effect Sizes: Nonparametric A series of other non-overlap effect sizes developed to overcome noted concerns with PND

Percent Exceeding Median(PEM) If anticipating an increase, find the median of the A phase, and then find the percent of the B phase data points that exceed it.

Percent Exceeding Median(PEM) PND PEM Stable - + 2. Account for Trends 3. Sensitive to Size of Effect 4. Known Sampling Distribution 5. Comparability

Extended Celeration Line (ECL or PEM-T) If anticipating an increase, find the celebration line of the A phase, extend it, and then find the percent of the B phase data points that exceed it.

ECL Stable - + 2. Account for Trends +a 3. Sensitive to Size of Effect PND PEM ECL Stable - + 2. Account for Trends +a 3. Sensitive to Size of Effect 4. Known Sampling Distribution 5. Comparability aAssuming trend is linear and can be extrapolated

NAP Each baseline observation can be paired with each intervention phase observation to make n pairs (i.e., n = nA*nB). Count the number of Positive (P), Negative (N), and Tied (T) pairs.

NAP Stable - + 2. Account for Trends +a 3. Sensitive to Size of Effect PND PEM ECL NAP Stable - + 2. Account for Trends +a 3. Sensitive to Size of Effect 4. Known Sampling Distribution +b 5. Comparability aAssuming trend is linear and can be extrapolated bAssuming independence

TauU TauU is closely related to NAP If no ties then TauU is scaled from -1 to 1

TauU Stable - + 2. Account for Trends +a PND PEM ECL NAP TauU Stable - + 2. Account for Trends +a 3. Sensitive to Size of Effect 4. Known Sampling Distribution +b 5. Comparability aAssuming trend is linear and can be extrapolated bAssuming independence

TauUadj To adjust TauU for baseline trend, each baseline observation can be paired with all later baseline observations (nA*(nA-1)/2). Then compute baseline trend:

TauUadj cSome technical questions about amount of adjustment Stable - PND PEM ECL NAP TauU TauUadj Stable - + -c 2. Account for Trends +a +d 3. Sensitive to Size of Effect 4. Known Sampling Distribution +b -e 5. Comparability aAssuming trend is linear and can be extrapolated bAssuming independence CTrend adjustment introduces dependency on baseline length dSome technical questions about the amount of adjustment eTrend adjustment alters sampling distribution

http://www.singlecaseresearch.org/calculators/tau-u

https://jepusto.shinyapps.io/SCD-effect-sizes/

https://jepusto.shinyapps.io/SCD-effect-sizes/

References Ma, H.-H., (2006). An alternative method for quantitative synthesis of single-subject research: Percentage of data points exceeding the median. Behavior Modification, 30, 598-617. Parker, R. I., Vannest, K. J., & Davis, J. L. (2014). Non-overlap analysis for single-case research. In T. R. Kratochwill & J. R. Levin (Eds.) Single-case intervention research: Methodological and statistical advances. Washington DC: APA. Parker, R. I., Vannest, K. J., & Davis, J. L. (2011). Nine non-overlap techniques for single case research. Behavior Modification, 35, 303-322. Parker, R. I., Vannest, K. J., Davis, J. L., & Sauber, S (2011). Combining non-overlap and trend for single-case research: Tau-U. Behavior Therapy, 42, 284-299. Scruggs, T. E., Mastopieri, M. A., & Casto, G. (1987). The quantitative synthesis of single-subject research: Methodology and validation. Remedial and Special Education, 8, 24-33. Scruggs, T. E., Mastopieri, M. A., & Casto, G. (1987). The quantitative synthesis of single-subject research: Methodology and validation. Remedial and Special Education, 8, 24-33. Wolery, M., Busick, M., Reichow, B., & Barton, E. E. (2010). Comparison of overlap methods for quantitatively synthesizing single-subject data. The Journal of Special Education, 44, 18-28.