Package: DMAR 1.0.1

DMAR: Design, Measurement, and Analysis in R (DMAR)

Methods for design, measurement, and analysis, with the aim of being user friendly yet methodologically sound. 'DMAR' (pronounced "Dee-Mar") implements many advanced and nonstandard methods and makes them available for straightforward use, with interfaces, defaults, and documentation that are consistent across the package and grounded in the methodological literature, in support of sound and reproducible results. The package emphasizes effect size estimation with confidence intervals; sample size planning through accuracy in parameter estimation (AIPE) and power analysis (including composite power for designs whose conclusions require several results to hold at once), with minimum risk, sequential, and equivalence frameworks; reliability, agreement, and measurement more broadly, from coefficient omega with confidence intervals to measurement invariance; factor analysis and structural equation modeling, in which constructs, latent variables measured by multiple indicators, are modeled directly, with confirmatory factor analysis, convergent and discriminant validity, and sample size planning for structural equation models; mediation analysis, from the simple mediation model with bootstrap intervals to likelihood ratio tests of arbitrary indirect effects by model-based constrained optimization (MBCO), with multiple groups and the probing of moderated mediation; equivalence and noninferiority testing; meta-analysis; repeated measures, multivariate, ANOVA, and ANCOVA designs; and inference grounded in model comparison throughout. Measurement is approached from a psychometric perspective, and although many of the methods grew up in human-centered research, they apply broadly across the empirical sciences. Much of what is implemented traces to the author's methodological work, interests, and collaborations. 'DMAR' is a more modern, more general, and greatly expanded reimagining of the 'MBESS' package (Kelley, 2007a, <doi:10.18637/jss.v020.i08>; 2007b, <doi:10.3758/BF03192993>), which has been on CRAN for more than two decades and remains available there in stable form. Most functions accept either raw data or the summary statistics typically reported in published articles, so an analysis can be reproduced from a paper without the original data, which is useful both for extending a published analysis and for meta-analytic work. The estimation, inference, and planning functions return one consistently formatted data frame per function that composes with the broader R ecosystem, and confidence intervals are reported alongside effect sizes throughout, as best practice recommends. Researchers who have data and a question but who are not R experts will find the package approachable, while methodologists gain access to advanced and nonstandard methods, including tables of critical values not available elsewhere.

Authors:Ken Kelley [aut, cre]

DMAR_1.0.1.tar.gz
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DMAR_1.0.1.tgz(r-4.6-any)DMAR_1.0.1.tgz(r-4.5-any)
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DMAR_1.0.1.tgz(r-4.6-emscripten)
manual.pdf |manual.html✨
DESCRIPTION |NEWS
card.svg |card.png
DMAR/json (API)

# Install 'DMAR' in R:
install.packages('DMAR', repos = c('https://yelleknek.r-universe.dev', 'https://cloud.r-project.org'))

Bug tracker:https://github.com/yelleknek/dmar/issues

Pkgdown/docs site:https://yelleknek.github.io

Datasets:

On CRAN:

Conda:

6.19 score 1 stars 29 scripts 557 downloads 314 exports 3 dependencies

Last updated from:4e3b797247. Checks:9 OK. Indexed: yes.

TargetResultTimeFilesSyslog
linux-develOK357
source / vignettesOK425
linux-releaseOK359
macos-releaseOK284
macos-oldrelOK231
windows-develOK403
windows-releaseOK360
windows-oldrelOK349
wasm-releaseOK152

Exports:adjusted_meansanalysis_of_changeancovaanova_withinanova_within_two_wayas_kableaverage_variance_extractedbayes_independent_tbayes_one_sample_tbayes_paired_tbifactor_indicescfa_1cfa_2cfa_kci_cci_c_ancovaci_c_ancova_bpci_cvci_dunnettci_eigenvalueci_eta_squaredci_eta_squared_generalizedci_eta_squared_partialci_games_howellci_mahalanobisci_nc_chisqci_nc_Fci_nc_tci_omega_squaredci_proportionci_pvafci_rci_Rci_R2ci_rcci_reg_coefci_rmseaci_scci_sc_ancovaci_scheffeci_smci_smdci_smd_cci_snrci_srcci_srsnrci_tukey_kramerclescliff_deltacohen_fcohen_hcohen_kappacombine_pcommon_method_markercommon_method_single_factorcompare_cov_structurescontent_validity_indexcontrast_adjustedcontrast_testconvert_chisq_Fconvert_cor_covconvert_d_orconvert_d_rconvert_delta_lambdaconvert_F_chisqconvert_f_R2convert_lambda_deltaconvert_lambda_R2convert_or_dconvert_r_dconvert_r_Zconvert_R2_fconvert_R2_lambdaconvert_z_normalconvert_Z_rcorrection_for_attenuationcorrelations_testcov_semcovmat_from_cfacvcv_bonferroni_fcv_bryant_paulsoncv_chisqcv_dunnettcv_fcv_scheffecv_smmcv_tcv_tukey_hsdcv_zdbryant_paulsondescriptivesdesign_consequencesdesign_effectdmacsdunn_testecvieffects_codingepsilon_correctionsequivalence_cequivalence_requivalence_smdeta_squaredeta_squared_generalizedeta_squared_partialexpected_partial_rexpected_rexpected_R2expected_smdfactorial_anovafleiss_kappaformat_pgwet_achelmert_codinghtmticcicc_lmerirt_grmirt_informationis_orthogonal_setkrippendorff_alphakurtosislimits_of_agreementlin_cccloamanova_split_plotmauchly_testmeasurement_alignmentmeasurement_invariancemediatemediation_mbcometa_contrastmeta_esmeta_rmeta_smdmixed_anovamlmrmlmr_mvmoments_nc_chisqmoments_nc_Fmoments_nc_tmr_cvmr_smdnnt_from_smdnowobrien_testomega_squaredomega_squared_partialorthogonal_polynomialpairwise_withinpbryant_paulsonplot_cfa_kplot_ciplot_equivalenceplot_forestplot_irt_informationplot_mediation_mbcoplot_R2plot_randomization_testplot_regions_of_significanceplot_smdplot_trajectoriesplot_trajectories_fittedpower_density_equivalence_mdpower_equivalence_cpower_equivalence_mdpower_equivalence_md_plotpower_fisher_exactprint_anovaprint_summaryprobability_of_superiority_pairedprocrustes_phiproportion_of_superiorityqbryant_paulsonR2_mixed_effectsR2_mixed_effects_decompositionrandomization_testrandomization_test_pairedregions_of_significancereliabilityreliability_alphareliability_Hreliability_kr20reliability_omegareliability_omega_categoricalresponder_analysisresults_sentencesd_unbiasedsignal_to_noise_R2simple_effects_ABsimple_structuresimulate_ancova_datasimulate_ancova_factorial_datasimulate_anova_datasimulate_longitudinal_gompertzsimulate_longitudinal_logisticsimulate_longitudinal_negative_exponentialsimulate_longitudinal_polynomialsimulate_longitudinal_richardssimulate_regression_dataskewnesssmdsmd_csmd_trimmedss_aipe_css_aipe_c_ancovass_aipe_c_ancova_sensitivityss_aipe_c_sensitivityss_aipe_cliff_deltass_aipe_cliff_delta_sensitivityss_aipe_composite_semss_aipe_crd_both_fixed_budgetss_aipe_crd_both_fixed_widthss_aipe_crd_es_both_fixed_budgetss_aipe_crd_es_both_fixed_widthss_aipe_crd_es_n_clusters_fixed_budgetss_aipe_crd_es_n_clusters_fixed_widthss_aipe_crd_es_n_individuals_fixed_budgetss_aipe_crd_es_n_individuals_fixed_widthss_aipe_crd_n_clusters_fixed_budgetss_aipe_crd_n_clusters_fixed_widthss_aipe_crd_n_individuals_fixed_budgetss_aipe_crd_n_individuals_fixed_widthss_aipe_cvss_aipe_cv_sensitivityss_aipe_equivalence_rss_aipe_equivalence_r_sensitivityss_aipe_equivalence_smdss_aipe_equivalence_smd_sensitivityss_aipe_iccss_aipe_icc_sensitivityss_aipe_indirect_effectss_aipe_indirect_effect_sensitivityss_aipe_mixed_effectsss_aipe_mixed_effects_sensitivityss_aipe_omega_squaredss_aipe_omega_squared_sensitivityss_aipe_partial_rss_aipe_partial_r_sensitivityss_aipe_pcmss_aipe_pcm_sensitivityss_aipe_rss_aipe_r_sensitivityss_aipe_R2ss_aipe_R2_sensitivityss_aipe_rcss_aipe_rc_sensitivityss_aipe_reg_coefss_aipe_reg_coef_sensitivityss_aipe_reliabilityss_aipe_reliability_sensitivityss_aipe_rmseass_aipe_rmsea_sensitivityss_aipe_scss_aipe_sc_ancovass_aipe_sc_ancova_sensitivityss_aipe_sc_sensitivityss_aipe_sem_pathss_aipe_sem_path_sensitivityss_aipe_semipartial_rss_aipe_semipartial_r_sensitivityss_aipe_smss_aipe_sm_sensitivityss_aipe_smdss_aipe_smd_sensitivityss_aipe_srcss_aipe_src_sensitivityss_power_css_power_c_ancovass_power_composite_ancovass_power_composite_ancova_2groupss_power_composite_anovass_power_composite_factorial_ancovass_power_composite_factorial_ancova_hetss_power_composite_factorial_anovass_power_composite_semss_power_contrastss_power_equivalence_css_power_factorial_ancovass_power_factorial_anovass_power_indirect_effectss_power_mixed_effectsss_power_one_way_anovass_power_pcmss_power_rss_power_R2ss_power_R2_sensitivityss_power_rcss_power_reg_coefss_power_reg_coef_sensitivityss_power_rm_anovass_power_scss_power_semss_power_smdss_power_split_plot_anovass_seq_css_seq_c_sensitivitysummary_t_testunbiased_R2var_alphavar_cvvar_etevar_iccvar_indirect_effectvar_omega_sq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Dependencies:genericsMASSwithr

Composite Power for Factorial ANCOVA: Planning Simple Effects, an Interaction, and a Moderator
The Design and the Population | The Cell Means in a Two-by-Two Layout | Viewing the Population | The Effects Worth Planning | Simple Effects of Both Factors | Contrast Weights | Analytic Power for a Single Contrast | The Arithmetic | A Picture of One Power Calculation | The Shared Design | Composite Power: Detecting Every Effect in One Study | Sizing the Study for Composite Power | Analytic Versus Monte Carlo Power | The Moderator as a Covariate | The Moderator as a Three-Way Interaction | Visualizing the Three-Way Interaction | Effect Sizes for the Moderated Model | Confirming the Plan by Simulation | Summary | References

Last update: 2026-09-07
Started: 2026-08-17

Heterogeneity of Regression in the Pygmalion Data
The Data | The Homogeneity-of-Regression Assumption | A Tidy ANCOVA With ancova() | The Treatment Effect Depends on the Covariate | One Study and Its Literature | References

Last update: 2026-09-07
Started: 2026-08-17

How DMAR's Functions Fit Together: A Deep Dive
Why This Vignette Exists | The Four Building Blocks | 1. Variance Utility → AIPE Planner | Worked Example: Pearson r | 2. Expected-Value Function → Design-Stage Substitution | Worked Example: The Standardized Mean Difference | 3. Effect Size Transforms: smd ↔ cles ↔ proportion_of_superiority ↔ nnt | Walked Example at Three Reference d Values | 4. Ordinal Alternatives: cliff_delta, vargha_delaney_A, probability_of_superiority_paired | 5. Reliability Composition | 6. The Mediation Pipeline | 7. Multivariate and Agreement Utilities | Argument-Name Conventions | Two Consistent Return Shapes | Recommended Workflows | A. Reporting a Standardized Mean Difference | B. Planning a Partial Correlation Study | C. Planning an Omega Squared CI | D. Reporting an Indirect (Mediated) Effect | E. Two-Method Agreement Study | Summary

Last update: 2026-09-07
Started: 2026-08-17

Introduction to DMAR
What Is DMAR? | Why Effect Size Confidence Intervals? | Two Philosophies of Sample Size Planning | When Do You Reach for DMAR? | 1. I Just Ran an ANOVA, t-Test, or Regression. What's the Effect Size and a CI for It? | 2. I'm Planning a Study. How Many Subjects Do I Need? | 3. I Want to Test a Specific Contrast or Set of Pairwise Comparisons. | 4. I Have Within-Subjects (Repeated Measures) Data. | 5. I Want Descriptive Statistics, a Correlation Table, or Distribution-Shape Diagnostics. | What DMAR Is Not | A Note on Argument Naming | Where to Next | References

Last update: 2026-09-07
Started: 2026-08-17

Moving From MBESS to DMAR: A Migration Guide and a Tour of the New Methods
Why a Reimplementation and Expansion | Migration Table: The Renames That Matter | What DMAR Adds Beyond the MBESS Scope | 1. Maximum Likelihood Multiple Regression With FIML (mlmr() / mlmr_mv()) | 2. broom-Style Integration (generics::tidy() and generics::glance()) | 3. AIPE Sensitivity Analysis | 4. ANOVA and ANCOVA Wrappers | 5. Reliability With Proper CIs | Other Additions | A Short Worked Migration | See Also | References

Last update: 2026-09-07
Started: 2026-08-17

Nonlinear Growth Curves and the Meaning of Their Parameters
The Negative Exponential: Change That Only Decelerates | The Logistic: Symmetric S-Shaped Change | The Gompertz: S-Shaped Change That Inflects Early | The Richards Family: The Inflection Becomes a Parameter | Individual Differences, One Parameter at a Time | Nonlinear Versus Polynomial: Why the Parameters Matter | From Curves to Data and Back | References

Last update: 2026-09-07
Started: 2026-08-17

Power and Precision for the One-Way ANOVA: A Model Comparison Perspective
Two Models, One Question | The Four-Group Running Example | The Effect Size as a Proportional Reduction in Error | Power for the Omnibus Test | Planning the Sample Size | The Model Comparison, Made Literal | Estimating the Effect Size With a Confidence Interval | Carrying Uncertainty Into the Next Study | A Second Example: Three Groups | A Planned Contrast as a Model Comparison | Beyond the Reject or Retain Decision | Planning a Contrast for Precision | Why Not base R's power.anova.test() | References

Last update: 2026-09-07
Started: 2026-08-17

Power for Factorial ANCOVA: A 2 x 4 x 3 Design Worked in Full
1. The Design and the Population | 2. Power, Three Ways: ANOVA, and ANCOVA at Two Covariate Strengths | 3. Hypothetical Data | 4. Type III Analysis | 5. Plotting the Interactions Well | 6. Focused Follow-up Comparisons | 7. Reading List

Last update: 2026-09-07
Started: 2026-08-17

Reading DMAR Result Tables
One Kind of Result, Everywhere | What You See Is Rounded; What Is Stored Is Exact | Getting a Single Number Out | The "Wide" View and the One-Row Summary | Wide Tables Read the Same Way | p-Values and Information Criteria | In One Paragraph

Last update: 2026-09-07
Started: 2026-08-17

Simultaneous Comparison of Adjusted Means in ANCOVA With DMAR
1. The Worked Example From Bryant & Bruvold (1980) | Fit the ANCOVA | Adjusted Panel Means | Simultaneous Bryant-Paulson Intervals | 2. Simultaneous vs. Per-Comparison Intervals | 3. A One-Way ANCOVA With ancova() | 4. Critical Values on Their Own | References

Last update: 2026-09-07
Started: 2026-08-17

Sums of Squares in Nonorthogonal Designs
Why the Question Arises | A Short History in Psychology | A Sum of Squares Is a Model Comparison | Type I, Type II, and Type III | A Worked Unbalanced Factorial | How factorial_anova() Computes the Types | Balanced Data: The Types Coincide | ANCOVA Is Nonorthogonal by Construction | The Multivariate Case: MANOVA and MANCOVA | Recommendations | References

Last update: 2026-09-07
Started: 2026-08-17

The Teacher Expectancy Meta-Analysis: Reproducing Raudenbush (1984)
The Data | Are the Studies Significant in Combination? (Table 2) | Why Do the Studies Disagree? The Prior-Contact Contrast | Low- Versus High-Contact Studies (Table 3) | Tester Awareness (the Condition-Level Rows) | A Modern Reanalysis | References

Last update: 2026-09-07
Started: 2026-08-17

Visualizing Effect Sizes and Distributions With DMAR
Introduction | Setup | The Data | Descriptive Statistics | Visualizing Distributions: Raincloud Plots | Standardized Mean Difference | Visualizing With plot_smd() | Visual Representation of $d = 0.50$ | ANOVA Effect Sizes | Omega Squared ($\omega^2$) | Visualizing With plot_ci() | Proportion of Variance Explained: $R^2$ | Confidence Interval for the Multiple Correlation $R$ | Combining Multiple Effect Sizes | Turning Off Annotations | Customizing the Plots | A Note on MBESS | References

Last update: 2026-09-07
Started: 2026-08-17

Weighted Kappa: Cohen's 1968 Illustration, Worked in Full
The Data: Cohen's Table 1 | Unweighted Kappa | Disagreement Scaling and Weighted Kappa | Cohen's Standard Errors and the Modern Interval | Linear and Quadratic Weights for Ordinal Categories | The Validity Example and an Orientation Question | References

Last update: 2026-09-07
Started: 2026-08-17

Reproducing the Textbook Critical-Value Tables
The t Table (A.1) | The Studentized Range (A.4) and Maximum Modulus (A.5) | The Dunnett Tables (A.6, A.7) | Bryant-Paulson (A.8): Where Recomputation Caught an Error | References

Last update: 2026-09-04
Started: 2026-08-17

Composite Sample Size Planning for SEM: A Simple Model and a Latent Growth Curve
The Workflow | A Simple Model: Mediation Among Observed Variables | The Population | The Analysis Model and the Parameters of Interest | Composite Power at a Candidate Sample Size | The Necessary Sample Size | The Weakest Parameter Governs the Design | Accuracy for the Set: AIPE | A Latent Growth Curve | The Population Growth Process | The Analysis Model | Composite Power for the Growth Questions | Accuracy for the Growth Parameters | Practical Notes | References

Last update: 2026-08-17
Started: 2026-08-17

Maximum Likelihood Multiple Regression and Multivariate Regression
Purpose | Rubin's Missingness Taxonomy | Scenario 1: Complete Data (the Baseline) | Scenario 2: Missing Outcome Under MCAR | Scenario 3: Missing Predictor Under MAR (the Bias Case) | Scenario 4: Differential Missingness in a Treatment-Versus-Control Design | When Only the Outcome Is Missing | When a Baseline Covariate Is Missing | When Dropout Tracks an Auxiliary Variable | Reading the Three Cases Together | When FIML Cannot Help: MNAR | Multivariate FIML: When Outcomes Are Correlated | Summary | See Also | References

Last update: 2026-08-17
Started: 2026-08-17

Reliability in DMAR: Choosing the Coefficient, Choosing the Interval
A Running Example | Alpha Assumes Equal Loadings | The Denominator Choice in Omega | Categorical Omega for Ordered Items | Coefficient H: A Different Composite | Choosing the Interval | Missing Data: FIML and Auxiliary Variables | One Entry Point and the Broom Verbs | Planning the Study | What Reliability Coefficients Cannot Do | See Also | References

Last update: 2026-08-17
Started: 2026-08-17

Readme and manuals

Help Manual

Help pageTopics
Design, Measurement, and Analysis in RDMAR-package DMAR dmar
Adjusted Cell and Marginal Means From a Fitted Linear Modeladjusted_means
Analysis of Change: Fit Change Models to One or Many Trajectoriesanalysis_of_change
Analysis of Covariance (ANCOVA)ancova
One Way Within-Subjects ANOVA With Sphericity Diagnostics and Correctionsanova_within
Two-Factor Within-Subjects ANOVA With Sphericity Adjustmentsanova_within_two_way
Likelihood Ratio Test for Nested Mlmr Fitsanova.mlmr
Compare Nested Multivariate FIML Regression Fitsanova.mlmr_mv
Average Variance Extracted (AVE)average_variance_extracted
Bayesian Independent-Samples _t_ Analysisbayes_independent_t
Bayesian One-Sample _t_ Analysisbayes_one_sample_t
Bayesian Paired-Samples _t_ Analysisbayes_paired_t
Bessel's (1818) Grouped Frequency Distribution of Bradley's Astronomical Observation Errorsbessel_errors
Bifactor Model Dimensionality and Reliability Indicesbifactor_indices
The Bryant-Paulson Generalized Studentized Range Distributionbryant_paulson dbryant_paulson pbryant_paulson qbryant_paulson
One Factor Confirmatory Factor Analysis Modelcfa_1
Two Factor Confirmatory Factor Analysis Modelcfa_2
Multiple-Factor Confirmatory Factor Analysis Modelcfa_k
Confidence Interval for a Contrast in a Fixed Effects ANOVAci_c
Confidence Interval for an (Unstandardized) Contrast in ANCOVA With One Covariateci_c_ancova
Bryant-Paulson Simultaneous Confidence Intervals for Contrasts of Adjusted Means in ANCOVAci_c_ancova_bp
Confidence Intervals for the Population Correlation and Multiple Correlationci_correlation ci_R ci_r
Confidence Interval for the Coefficient of Variationci_cv
Dunnett's Simultaneous Confidence Intervals Against a Controlci_dunnett
Confidence Interval on the Largest Eigenvalue of a Sample Covariance Matrixci_eigenvalue
Confidence Interval for Eta Squared (Effect Size for ANOVA)ci_eta_squared
Confidence Interval for Generalized Eta Squared (Approximate)ci_eta_squared_generalized
Confidence Interval for Partial Eta Squared (Effect Size for ANOVA)ci_eta_squared_partial
Provides Games-Howell Simultaneous Confidence Intervals for All Pairwise Comparisons Without Assuming Homogeneity of Varianceci_games_howell
Confidence Interval for the Squared Mahalanobis Distanceci_mahalanobis
Confidence Interval for the Noncentrality Parameter of a Noncentral Chi Square Distributionci_nc_chisq
Confidence Interval for the Noncentrality Parameter of a Noncentral _F_ Distributionci_nc_F
Confidence Interval for the Noncentrality Parameter of a Noncentral _t_ Distributionci_nc_t
Confidence Interval for Omega Squared (Effect Size for ANOVA)ci_omega_squared
Confidence Interval for a Single Proportionci_proportion
Confidence Interval for the Proportion of Variance Accounted for (in the Dependent Variable by Knowing the Levels of the Factor)ci_pvaf
Confidence Interval for the Population Squared Multiple Correlation Coefficientci_R2
Confidence Interval for an Unstandardized Regression Coefficientci_rc
Confidence Interval for a Regression Coefficient, Raw or Standardizedci_reg_coef
Confidence Interval for the Population Root Mean Square Error of Approximationci_rmsea
Confidence Interval for a Standardized Contrast in a Fixed Effects ANOVAci_sc
Confidence Interval for a Standardized Contrast in ANCOVA With One Covariateci_sc_ancova
Scheffe-Adjusted Simultaneous Confidence Intervals for Contrastsci_scheffe
Confidence Interval for the Standardized Meanci_sm
Confidence Interval for the Standardized Mean Difference (Two Independent Groups)ci_smd
Confidence Limits for the Standardized Mean Difference Using the Control Group Standard Deviation as the Divisorci_smd_c
Confidence Interval for the Signal-to-Noise Ratioci_snr
Confidence Interval for a Standardized Regression Coefficientci_src
Confidence Interval for the Square Root of the Signal-to-Noise Ratioci_srsnr
Tukey-Kramer Simultaneous Confidence Intervals for Pairwise Contrastsci_tukey_kramer
Common-Language Effect Size (McGraw & Wong, 1992)cles
Cliff's delta Ordinal Effect Sizecliff_delta
Cohen's _f_ Effect Sizecohen_f
Cohen's _h_ Effect Size for a Difference Between Two Proportionscohen_h
Cohen's Kappa Coefficient of Inter-Rater Agreementcohen_kappa
Combine Independent P-Values Across Studiescombine_p
Marker-Variable Adjustment for Common Method Variancecommon_method_marker
Single-Common-Factor Screen for Common Method Variancecommon_method_single_factor
Likelihood-Ratio Comparison of Covariance Structurescompare_cov_structures
Content Validity Index From Expert Ratingscontent_validity_index
Confidence Interval for a Contrast of Covariate-Adjusted Cell Means in a Factorial ANCOVAcontrast_adjusted
Tests One or More Contrasts of Group Means in a One-Way Designcontrast_test
Correlation Matrix to Covariance Matrix Conversionconvert_cor_cov
Convert Between the Standardized Mean Difference and the Odds Ratioconvert_d_or convert_or_d
Convert Between the Standardized Mean Difference and the Correlationconvert_d_r convert_r_d
Convert Between an _F_ Value and a Chi Square Valueconvert_chisq_F convert_F_chisq
Convert a Correlation Coefficient (_r_) Into the Scale of Fisher's _Z_convert_r_Z
Convert Between _F_, R^2, and Their Noncentral Parametersconvert_f_R2 convert_lambda_R2 convert_R2 convert_R2_f convert_R2_lambda
Conversion Functions for Noncentral _t_-distributionconvert_delta_lambda convert_lambda_delta convert_t_smd
Convert a Standard Normal _z_ Value to the Corresponding Value on a Normal Distributionconvert_z_normal
Convert Fisher's _Z_ Into the Scale of a Correlation Coefficient (_r_)convert_Z_r
Correct a Correlation for Attenuation Due to Measurement Errorcorrection_for_attenuation
Formatted Correlation Matrix With _p_-values and Confidence Intervalscorrelations_test
Model Implied Covariance Matrix From a Lavaan-Specified SEMcov_sem
Generate a Population Covariance Matrix From a One-Factor Confirmatory Factor Modelcovmat_from_cfa
Coefficient of Variation (Biased or Unbiased Estimator)cv
Provides the Bonferroni-Adjusted Critical Value for an _F_ Test of One of Several Contrastscv_bonferroni_f
Provides the Critical Value for the Bryant-Paulson ANCOVA Multiple-Comparison Procedurecv_bryant_paulson
Provides the Critical Value(s) for a Chi Square Distributioncv_chisq
Provides the Critical Value for Dunnett's Many-to-One Comparisons Procedurecv_dunnett
Provides the Critical Value(s) for an _F_ Distributioncv_f
Provides the Critical Value for the Scheffé Procedurecv_scheffe
Provides the Critical Value of the Studentized Maximum Modulus Distributioncv_smm
Provides the Critical Value(s) for a _t_-distributioncv_t
Provides the Critical Value for the Tukey Honestly Significant Difference (HSD) Testcv_tukey_hsd
Provides the Critical Value(s) for the Standard Normal Distribution (the _z_-distribution, With Mean 0 and Variance 1)cv_z
Depression Treatment Study With a Pretest Covariatedepression_bdi
Descriptive Statistics for One or More Variablesdescriptives
Consequences of a Design: Power, Sign and Magnitude Errors, and Expected Precisiondesign_consequences
Kish's Design Effect (DEFF), DEFT, and the Effective Sample Sizedesign_effect
Cohen's (1968) Psychiatric Diagnosis Agreement Tablediagnosis_agreement
The dMACS Effect Size of Measurement Noninvariancedmacs
Publication-Ready Display of DMAR Result Tablesas_kable as_kable.dmar_tbl dmar_output_helpers knit_print.dmar_tbl results_sentence
Community Reinforcement Approach Drinking Trial With Homeless Alcohol-Dependent Individuals (Smith, Meyers, & Delaney, 1998)drinks_trial
Provides Dunn's Rank-Sum Test of All Pairwise Differences Following a Kruskal-Wallis Testdunn_test
Expected Cross-Validation Index (ECVI) for a Covariance-Structure Modelecvi
Effects-Coding Contrast Matrix for a Factoreffects_coding
Greenhouse-Geisser, Huynh-Feldt, and Lower-Bound Epsilon Correctionsepsilon_corrections
Equivalence and Noninferiority Tests for a Linear Contrast via Two One-Sided Tests (TOST)equivalence_c
Equivalence Test for the Pearson Correlation via Two One-Sided Tests (TOST)equivalence_r
Equivalence Test for the Standardized Mean Difference via Two One-Sided Tests (TOST)equivalence_smd
Eta Squared (Effect Size for ANOVA)eta_squared
Generalized Eta Squared (Effect Size for ANOVA, Comparable Across Designs)eta_squared_generalized
Partial Eta Squared (Effect Size for ANOVA)eta_squared_partial
Exact Expected Value of the Sample Partial Correlationexpected_partial_r
Exact Expected Value of the Sample Pearson Correlation Given rho and nexpected_r
Expected Value of the Squared Multiple Correlation Coefficientexpected_R2
Exact Expected Value of Cohen's _d_ (and Hedges' _g_ Bias Correction)expected_smd
Between-Subjects Factorial ANOVA for Unbalanced Designsfactorial_anova
Fleiss's Kappa for Inter-Rater Agreement Among Multiple Ratersfleiss_kappa
Format _p_-values for Display the DMAR Wayformat_p
Glance at a Multiple-Factor CFA Fitglance.dmar_cfa_k
Glance at an MBCO Mediation Fitglance.dmar_mediation_mbco
Glance at a Reliability Coefficient Estimateglance.dmar_reliability
Glance at an Mlmr Fitglance.mlmr
Gwet's AC1 and AC2 Chance-Corrected Agreement Coefficientsgwet_ac
Helmert-Coding Contrast Matrix for a Factorhelmert_coding
Holzinger and Swineford (1939) Factor Analysis Studyholzinger_swineford
Heterotrait-Monotrait Ratio of Correlations (HTMT)htmt
Intraclass Correlation Coefficients With Confidence Intervalsicc
Intraclass Correlation From a Fitted 'lme4' Mixed-Effects Modelicc_lmer
Graded Response Model for Ordered Categorical Itemsirt_grm
Item and Test Information for the Graded Response Modelirt_information
Check Whether a Set of Contrasts Is Mutually Orthogonalis_orthogonal_set
Krippendorff's alpha Inter-Rater Agreementkrippendorff_alpha
Bias-Corrected Sample Excess Kurtosiskurtosis
Limits of Agreement (Bland-Altman) With Confidence Intervals on the Limitslimits_of_agreement loa
Lin's Concordance Correlation Coefficientlin_ccc
Mixed-Design Multivariate ANOVA With All Four Test Statisticsmanova_split_plot
Mauchly's Test of Sphericity for a One-Way Within-Subjects Designmauchly_test
Approximate Measurement Invariance by Factor Alignmentmeasurement_alignment
Measurement Invariance Across Groupsmeasurement_invariance
Mediation Analysis With Bootstrap Confidence Intervalsmediate
Mediation Analysis via Model-Based Constrained Optimizationmediation_mbco
Contrast Among Study Effect Sizes (Rosenthal-Rubin)meta_contrast
Random Effects Meta-Analysis of Generic Effect Sizesmeta_es
Random Effects Meta-Analysis of Correlationsmeta_r
Random Effects Meta-Analysis of Standardized Mean Differencesmeta_smd
Mixed-Model ANOVA F-Ratios for One- and Two-Way Designsmixed_anova
Maximum Likelihood Multiple Regressionmlmr
Multivariate Maximum Likelihood Regression With Full Information Missing Data Handlingmlmr_mv
Moments of the Noncentral Chi Square Distributionmoments_nc_chisq
Moments of the Noncentral _F_ Distributionmoments_nc_F
Moments of the Noncentral _t_ Distributionmoments_nc_t
Minimum Risk Point Estimation of the Population Coefficient of Variationmr_cv
Minimum Risk Point Estimation of the Population Standardized Mean Differencemr_smd
Number Needed to Treat (NNT) From Cohen's _d_nnt_from_smd
A Friendly Date / Time Stamp and a Simple Stopwatchnow
O'Brien's Test for Homogeneity of Varianceobrien_test
Omega Squared (Effect Size for ANOVA)omega_squared
Partial Omega Squared (Effect Size for ANOVA)omega_squared_partial
Orthogonal-Polynomial (Trend) Contrast Coefficientsorthogonal_polynomial
Paired Pairwise Comparisons With Multiple-Comparison Adjustmentpairwise_within
Plot the Estimates of a Multiple-Factor CFAplot_cfa_k
Forest-Plot-Style Confidence Interval Displayplot_ci
Plot Contrasts Against an Equivalence Regionplot_equivalence
Forest Plot of Study Effect Sizes With the Pooled Estimateplot_forest
Plot an Item Response Theory Information Curveplot_irt_information
Plot Conditional Effects From a Moderated Mediation Analysisplot_mediation_mbco
Visualize the Proportion of Variance Explained (R^2)plot_R2
Plot the Randomization Distribution Behind a Randomization Testplot_randomization_test
Plot Regions of Significance for a Covariate by Group Interactionplot_regions_of_significance
Visualize a Standardized Mean Difference With Overlapping Distributionsplot_smd
Visualize Observed Individual Trajectories in a Longitudinal Data Setplot_trajectories
Plot Observed and Fitted Individual Trajectories From a Multilevel Modelplot_trajectories_fitted
Density Underlying the TOST Power Calculationpower_density_equivalence_md
Power of the TOST or Noninferiority Test for a Linear Contrastpower_equivalence_c
Power of the Two One-Sided Tests Procedure (TOST) for Equivalencepower_equivalence_md
Plot TOST Equivalence-Test Power Curves Over a Range of True Differencespower_equivalence_md_plot
Power of Fisher's Exact Test (Noncentral Hypergeometric)power_fisher_exact
Indiana Prime Time Third Grade Achievement Evaluation Dataprime_time_achievement
Print a Model Comparison or ANOVA Table With DMAR _p_-value Formattingprint_anova
Print a Model Summary With DMAR _p_-value Formattingprint_summary
Probability of Superiority for a Paired-Samples Designprobability_of_superiority_paired
Tucker's Congruence Coefficient phi (Factor Similarity)procrustes_phi
Proportion of Superiority (Sometimes Called Cohen's U_3)proportion_of_superiority
Pygmalion in the Classroom Teacher-Expectancy Datapygmalion
Marginal and Conditional R^2 for a Mixed-Effects ModelR2_mixed_effects
R-Squared Measures for Mixed-Effects ModelsR2_mixed_effects_decomposition
Randomization (Permutation) Test for Two Independent Groupsrandomization_test
Paired-Samples Randomization (Sign-Flip) Testrandomization_test_paired
Regions of Significance for a Covariate by Group Interactionregions_of_significance
Reliability Coefficient With a Confidence Interval (General Dispatch)reliability
Coefficient Alpha With a Confidence Intervalreliability_alpha
Maximal Reliability Coefficient _H_ (Hancock & Mueller, 2001)reliability_H
Kuder-Richardson Formula 20 (KR-20) With a Confidence Intervalreliability_kr20
Coefficient Omega (McDonald) With a Confidence Intervalreliability_omega
Categorical Omega for Ordered-Categorical Items, With a Confidence Intervalreliability_omega_categorical
Responder Analysis: Who Cleared the Threshold, by Groupresponder_analysis
Unbiased Estimate of the Population Standard Deviation Under Normalitysd_unbiased
Signal to Noise Estimators for the Squared Multiple Correlation Coefficientsignal_to_noise_R2
Simple Effect F Tests for a Two-Factor Between-Subjects Designsimple_effects_AB
Quantify Simple Structure in a Factor Loading Matrixsimple_structure
Simulate Data From a One-Covariate ANCOVA Modelsimulate_ancova_data
Simulate Data From a Factorial ANCOVA Design (up to Four Factors, Any Number of Covariates)simulate_ancova_factorial_data
Simulate Data From a One-Way Fixed-Effects ANOVA Modelsimulate_anova_data
Simulate Data From a Gompertz Change (Growth) Modelsimulate_longitudinal_gompertz
Simulate Data From a Logistic Change (Growth) Modelsimulate_longitudinal_logistic
Simulate Data From a Negative Exponential (Asymptotic Regression) Change Modelsimulate_longitudinal_negative_exponential
Simulate Data From a Polynomial Change (Growth) Modelsimulate_longitudinal_polynomial
Simulate Data From a Richards Change (Growth) Modelsimulate_longitudinal_richards
Simulate Data From a Multivariate Normal Multiple-Regression Modelsimulate_regression_data
Bias-Corrected Sample Skewnessskewness
Standardized Mean Differencesmd
Standardized Mean Difference Using the Control Group as the Basis of Standardizationsmd_c
Robust Standardized Mean Difference (Algina-Keselman-Penfield)smd_trimmed
Sample Size Planning for an ANOVA Contrast From the Accuracy in Parameter Estimation (AIPE) Perspectivess_aipe_c
Sample Size Planning for a Contrast in Randomized ANCOVA From the Accuracy in Parameter Estimation (AIPE) Perspectivess_aipe_c_ancova
Sensitivity Analysis for Sample Size Planning for the (Unstandardized) Contrast in Randomized ANCOVA From the Accuracy in Parameter Estimation (AIPE) Perspectivess_aipe_c_ancova_sensitivity
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for an Unstandardized Contrastss_aipe_c_sensitivity
Sample Size for AIPE on Cliff's deltass_aipe_cliff_delta
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for Cliff's Deltass_aipe_cliff_delta_sensitivity
Sample Size for Accurate Estimation of a Set of SEM Parametersss_aipe_composite_sem
Find Target Sample Sizes for the Accuracy in Unstandardized Conditions Means Estimation in CRDss_aipe_crd ss_aipe_crd_both_fixed_budget ss_aipe_crd_both_fixed_width ss_aipe_crd_n_clusters_fixed_budget ss_aipe_crd_n_clusters_fixed_width ss_aipe_crd_n_individuals_fixed_budget ss_aipe_crd_n_individuals_fixed_width
Find Target Sample Sizes for the Accuracy in Standardized Conditions Means Estimation in CRDss_aipe_crd_es ss_aipe_crd_es_both_fixed_budget ss_aipe_crd_es_both_fixed_width ss_aipe_crd_es_n_clusters_fixed_budget ss_aipe_crd_es_n_clusters_fixed_width ss_aipe_crd_es_n_individuals_fixed_budget ss_aipe_crd_es_n_individuals_fixed_width
Sample Size Planning for the Coefficient of Variation Given the Goal of Accuracy in Parameter Estimation Approach to Sample Size Planningss_aipe_cv
Sensitivity Analysis for Sample Size Planning From the Accuracy in Parameter Estimation Perspective for the Coefficient of Variationss_aipe_cv_sensitivity
AIPE Sample Size Planning for an Equivalence Test on the Pearson Correlationss_aipe_equivalence_r
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for an Equivalence-Test Correlationss_aipe_equivalence_r_sensitivity
AIPE Sample Size Planning for an Equivalence Test on the Standardized Mean Differencess_aipe_equivalence_smd
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for an Equivalence-Test SMDss_aipe_equivalence_smd_sensitivity
Sample Size for AIPE on an Intraclass Correlation Coefficientss_aipe_icc
Sensitivity Analysis for Sample Size Planning From the Accuracy in Parameter Estimation Perspective for an Intraclass Correlation Coefficientss_aipe_icc_sensitivity
Sample Size for AIPE on a Mediated (Indirect) Effect abss_aipe_indirect_effect
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for an Indirect Effectss_aipe_indirect_effect_sensitivity
AIPE Sample Size Planning for a Fixed Effect in a Two-Level Mixed-Effects Modelss_aipe_mixed_effects
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Mixed-Effects Fixed Effectss_aipe_mixed_effects_sensitivity
Sample Size for AIPE on Omega Squared (ANOVA Effect Size)ss_aipe_omega_squared
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for Omega Squaredss_aipe_omega_squared_sensitivity
Sample Size for AIPE on a Partial Correlationss_aipe_partial_r
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Partial Correlationss_aipe_partial_r_sensitivity
Sample Size Planning for Polynomial Change Models in Longitudinal Studyss_aipe_pcm
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Polynomial Change Parameterss_aipe_pcm_sensitivity
Sample Size for AIPE on a Pearson Correlationss_aipe_r
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Pearson Correlationss_aipe_r_sensitivity
Sample Size Planning for Accuracy in Parameter Estimation for the Multiple Correlation Coefficientss_aipe_R2
Sensitivity Analysis for Sample Size Planning With the Goal of Accuracy in Parameter Estimation (I.e., a Narrow Observed Confidence Interval)ss_aipe_R2_sensitivity
Sample Size Necessary for the Accuracy in Parameter Estimation Approach for an Unstandardized Regression Coefficient of Interestss_aipe_rc
Sensitivity Analysis for Sample Size Planning From the Accuracy in Parameter Estimation Perspective for the Unstandardized Regression Coefficientss_aipe_rc_sensitivity
Sample Size Planning for a Single Regression Coefficient (AIPE)ss_aipe_reg_coef
Sensitivity Analysis for Sample Size Planning From the Accuracy in Parameter Estimation Perspective for the (Standardized and Unstandardized) Regression Coefficientss_aipe_reg_coef_sensitivity
Sample Size Planning for Accuracy in Parameter Estimation for Reliability Coefficientsss_aipe_reliability
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Reliability Coefficientss_aipe_reliability_sensitivity
Sample Size Planning for RMSEA in SEMss_aipe_rmsea
A Priori Monte Carlo Simulation for Sample Size Planning for RMSEA in SEMss_aipe_rmsea_sensitivity
Sample Size Planning for Accuracy in Parameter Estimation (AIPE) of the Standardized Contrast in ANOVAss_aipe_sc
Sample Size Planning From the AIPE Perspective for Standardized ANCOVA Contrastsss_aipe_sc_ancova
Sensitivity Analysis for the Sample Size Planning Method for Standardized ANCOVA Contrastss_aipe_sc_ancova_sensitivity
Sensitivity Analysis for Sample Size Planning for the Standardized ANOVA Contrast From the Accuracy in Parameter Estimation (AIPE) Perspectivess_aipe_sc_sensitivity
Sample Size Planning for SEM Targeted Effectsss_aipe_sem_path
A Priori Monte Carlo Simulation for Sample Size Planning for SEM Targeted Effectsss_aipe_sem_path_sensitivity
Sample Size for AIPE on a Semipartial (Part) Correlationss_aipe_semipartial_r
Sensitivity Analysis for Sample Size Planning From the AIPE Perspective for a Semipartial Correlationss_aipe_semipartial_r_sensitivity
Sample Size Planning for Accuracy in Parameter Estimation (AIPE) of the Standardized Meanss_aipe_sm
Sensitivity Analysis for Sample Size Planning for the Standardized Mean From the Accuracy in Parameter Estimation (AIPE) Perspectivess_aipe_sm_sensitivity
Sample Size Planning for the Standardized Mean Difference (AIPE)ss_aipe_smd
Sensitivity Analysis for Sample Size Given the Accuracy in Parameter Estimation Approach for the Standardized Mean Differencess_aipe_smd_sensitivity
Sample Size Necessary for the Accuracy in Parameter Estimation Approach for a Standardized Regression Coefficient of Interestss_aipe_src
Sensitivity Analysis for Sample Size Planning From the Accuracy in Parameter Estimation Perspective for the Standardized Regression Coefficientss_aipe_src_sensitivity
Sample Size or Power for an Unstandardized Contrast in a One-Way Between-Subjects ANOVAss_power_c
Sample Size or Power for an Unstandardized Contrast in a One-Way ANCOVAss_power_c_ancova
Sample Size or Composite Power for a One-Way or Factorial ANCOVAss_power_composite_ancova
Sample Size or Composite Power for a Two-Group ANCOVA With a Covariateplot.dmar_composite_power ss_power_composite_ancova_2group
Sample Size or Composite Power for a One-Way or Factorial ANOVAss_power_composite_anova
Sample Size or Composite Power for a Factorial ANCOVAplot.dmar_composite_power_factorial ss_power_composite_factorial_ancova
Composite Power for a Factorial ANCOVA With Heterogeneous Slopesplot.dmar_composite_power_factorial_het ss_power_composite_factorial_ancova_het
Sample Size or Composite Power for a Factorial ANOVAss_power_composite_factorial_anova
Sample Size or Composite Power for a Set of SEM Parametersss_power_composite_sem
Sample Size and Statistical Power for a Contrast in a Fixed-Effects ANOVAss_power_contrast
Sample Size for Equivalence or Noninferiority of a Linear Contrastss_power_equivalence_c
Sample Size Planning for Power in Factorial ANCOVAss_power_factorial_ancova
Sample Size or Power for a Factorial Between-Subjects ANOVA Effectss_power_factorial_anova
Sample Size Planning for Power for the Indirect (Mediation) Effectss_power_indirect_effect
Sample Size or Power for a Treatment Effect in a Two-Level Mixed-Effects Modelss_power_mixed_effects
Sample Size or Power for a One-Way Between-Subjects ANOVA Omnibus _F_ Testss_power_one_way_anova
Sample Size Planning for Power for Polynomial Change Modelsss_power_pcm
Sample Size or Power for a Pearson Correlation Coefficient (Fisher Z Transformation)ss_power_r
Plan Sample Size to Make the Test of the Squared Multiple Correlation Coefficient Sufficiently Powerfulss_power_R2
Sensitivity Analysis for Sample Size Planning to Make the Omnibus Test of R^2 Sufficiently Powerfulss_power_R2_sensitivity
Sample Size for a Targeted Regression Coefficientss_power_rc
Sample Size for a Targeted Regression Coefficientss_power_reg_coef
Sensitivity Analysis for the Power of a Targeted Regression Coefficientss_power_reg_coef_sensitivity
Sample Size or Power for a One-Way Repeated Measures ANOVA Omnibus _F_ Testss_power_rm_anova
Sample Size or Power for a Standardized Contrast in a One-Way Between-Subjects ANOVAss_power_sc
Sample Size Planning for Structural Equation Modeling From the Power Analysis Perspectivess_power_sem
Sample Size or Power for a Standardized Mean Difference (Two Independent Groups)ss_power_smd
Sample Size or Power for a Mixed-Effects ANOVA (Between X Within Design)ss_power_split_plot_anova
Sequential Sample Size for a Fixed-Width Contrast Intervalss_seq_c
Monte Carlo Sensitivity of the Sequential Fixed-Width Proceduress_seq_c_sensitivity
Two-Sample _t_ Test From Summary Statisticssummary_t_test
Broom-Style Tidy / Glance Methods for 'summary_t_test()'glance.dmar_summary_t_test summary_t_test_broom tidy.dmar_summary_t_test
Teacher Expectancy Meta-Analysis Data (Raudenbush, 1984)teacher_expectancy
Controlled Test-Market Experiment (Bryant & Bruvold, 1980)test_market
Tidy a Multiple-Factor CFA Fittidy.dmar_cfa_k
Tidy / Glance Methods for ci_R2 Outputglance.dmar_ci_R2 tidy.dmar_ci_R2
Tidy / Glance Methods for ci_smd Outputglance.dmar_ci_smd tidy.dmar_ci_smd
Tidy and Glance Methods for DMAR Result Tablesdmar_tidiers glance.dmar_ci_anova glance.dmar_ci_long glance.dmar_content_validity glance.dmar_contrast_test glance.dmar_dmacs glance.dmar_measurement_alignment glance.dmar_measurement_invariance glance.dmar_post_hoc_ci glance.dmar_ss_aipe glance.dmar_ss_power glance.dmar_ss_power_sensitivity glance.dmar_tbl tidy.dmar_ci_anova tidy.dmar_ci_long tidy.dmar_content_validity tidy.dmar_contrast_test tidy.dmar_dmacs tidy.dmar_measurement_alignment tidy.dmar_measurement_invariance tidy.dmar_post_hoc_ci tidy.dmar_ss_aipe tidy.dmar_ss_power tidy.dmar_ss_power_sensitivity tidy.dmar_tbl
Tidy an MBCO Mediation Tabletidy.dmar_mediation_mbco
Tidy / Glance Methods for R2_mixed_effects Outputglance.dmar_R2_mixed_effects tidy.dmar_R2_mixed_effects
A Reliability Coefficient Estimatetidy.dmar_reliability
An Mlmr Fittidy.mlmr
A Multivariate FIML Regression Fitglance.mlmr_mv tidy.mlmr_mv
Unbiased and Adjusted Estimators of the Population Squared Multiple Correlationunbiased_R2
Asymptotic Variance of Coefficient Alpha (Cronbach, Guttman)var_alpha
Asymptotic Variance of the Coefficient of Variationvar_cv
Variance of the Estimated Treatment Effect in Two-Group ANCOVA With Heterogeneous Slopesvar_ete
Asymptotic Variance of the Intraclass Correlation Coefficientvar_icc
Variance of the Mediated (Indirect) Effect abvar_indirect_effect
Asymptotic Variance of Omega Squared (ANOVA Effect Size)var_omega_squared
Asymptotic Variance of the Partial Correlation Coefficientvar_partial_r
Asymptotic Variance of the Pearson Correlation Coefficientvar_r
Variance of the Squared Multiple Correlation Coefficientvar_R2
Asymptotic Variance of the Semipartial (Part) Correlation Coefficientvar_semipartial_r
Variance of Cohen's _d_ and Hedges' _g_var_smd
Asymptotic Variance of the Robust Trimmed SMDvar_smd_trimmed
Vargha and Delaney's _A_ (Stochastic-Superiority Effect Size)vargha_delaney_A
Modified-Large-Sample Confidence Intervals on Variance Componentsvariance_components_mls
Welch's Separate-Variance _t_ Testwelch_t
Broom-Style Tidy / Glance Methods for 'welch_t()'glance.dmar_welch_t tidy.dmar_welch_t welch_t_broom