W. Stout

发表

Psychometrics: From practice to theory and back

W. Stout, 2002 .

Almost sure invariance principles for partial sums of weakly dependent random variables

W. Philipp, W. Stout, 1975 .

A martingale analogue of Kolmogorov's law of the iterated logarithm

W. Stout, 1970 .

Inequalities for Ek(X, Y) when the marginals are fixed

G. Simons, W. Stout, S. Cambanis, 1976 .

Almost sure convergence

W. Stout, 1974 .

A nonparametric approach for assessing latent trait unidimensionality

William Stout, W. Stout, 1987 .

The theoretical detect index of dimensionality and its application to approximate simple structure

William Stout, W. Stout, Jinming Zhang, 1999 .

Using New Proximity Measures With Hierarchical Cluster Analysis to Detect Multidimensionality

William Stout, J. Marden, W. Stout, 1998 .

A New Item Response Theory Modeling Approach with Applications to Unidimensionality Assessment and Ability Estimation

William Stout, W. Stout, 1990 .

The fusion model skills diagnosis system

Louis A. Roussos, Louis V. DiBello, Sarah M. Hartz, 2007 .

Conditional Covariance-Based Nonparametric Multidimensionality Assessment

Brian Habing, William Stout, Jeff Douglas, 1996 .

Skills Diagnosis Using IRT‐Based Continuous Latent Trait Models

William Stout, W. Stout, 2007 .

On Holland's Dutch identity conjecture

William Stout, W. Stout, Jinming Zhang, 1997 .

A Multidimensionality-Based DIF Analysis Paradigm

William Stout, W. Stout, L. Roussos, 1996 .

Item-Bundle DIF Hypothesis Testing: Identifying Suspect Bundles and Assessing Their Differential Functioning

Jeffrey A Douglas, William Stout, J. Douglas, 1996 .

Student Profile Scoring for Formative Assessment

Louis V. DiBello, W. Stout, 2003 .

Simulation Studies of the Effects of Small Sample Size and Studied Item Parameters on SIBTEST and Mantel‐Haenszel Type I Error Performance

William Stout, W. Stout, L. Roussos, 1996 .

LSAT Dimensionality Analysis for the December 1991, June 1992, and October 1992 Administrations. Statistical Report. LSAC Research Report Series.

J. Douglas, W. Stout, L. Roussos, 1999 .

Special Topics Section Chapter: Review of Cognitively Diagnostic Assessment and a Summary of Psychometric Models

Louis V. DiBello, W. Stout, L. Roussos, 2006 .

On the Use of Collateral Item Response Information To Improve Pretest Item Calibration. LSAC Research Report Series.

Terry A. Ackerman, D. Bolt, W. Stout, 2003 .

Evaluating the Diagnostic Validity of the Facet-Based Formative Assessment System.

Louis V. DiBello, Mingyu Feng, J. Pellegrino, 2011 .

A Nonparametric Multidimensional IRT Approach with Applications to Ability Estimation and Test Bias.

W. Stout, 1988 .

Guest Editors' Introduction and Overview: IRT‐Based Cognitive Diagnostic Models and Related Methods

Louis V. DiBello, William Stout, W. Stout, 2007 .

The Law of the Iterated Logarithm and Upper-Lower Class Tests for Partial Sums of Stationary Gaussian Sequences

Tze Leung Lai, William Stout, T. Lai, 1978 .

Using Resampling Methods to Produce an Improved DIMTEST Procedure

Furong Gao, William Stout, W. Stout, 2001 .

Assessing Unidimensionality of Polytomous Data

Feng Yu, Ratna Nandakumar, Hsin-Hung Li, 1998 .

A Weak Invariance Principle with Applications to Domains of Attraction

G. Simons, W. Stout, 1978 .

31A Review of Cognitively Diagnostic Assessment and a Summary of Psychometric Models

Louis V. DiBello, Louis Roussos, William Stout, 2006 .

A Kernel-Smoothed Version of SIBTEST With Applications to Local DIF Inference and Function Estimation

Louis V. DiBello, J. Douglas, W. Stout, 1996 .

AND MIXING PROCESSES1

K. Jogdeo, W. Stout, N. Jain, 2016 .

The asymptotic posterior normality of the latent trait in an IRT model

Hua-Hua Chang, William Stout, W. Stout, 1993 .

Invariance principles for martingales and sums of independent random variables

W. Philipp, W. Stout, 1986 .

Almost sure invariance principles when EX12=∞

W. Stout, 1979 .

Upper and Lower Functions for Martingales and Mixing Processes

K. Jogdeo, W. Stout, N. Jain, 1975 .

Improved Type I Error Control and Reduced Estimation Bias for DIF Detection Using SIBTEST

W. Stout, Hai Jiang, 1998 .

DIFFERENTIAL ITEM FUNCTIONING: ITS MULTIDIMENSIONAL MODEL AND RESULTING SIBTEST DETECTION PROCEDURE

Daniel Bolt, William Stout, D. Bolt, 1996 .

A model-based standardization approach that separates true bias/DIF from group ability differences and detects test bias/DTF as well as item bias/DIF

William Stout, W. Stout, R. Shealy, 1993 .

Conditional covariance structure of generalized compensatory multidimensional items

William Stout, W. Stout, Jinming Zhang, 1999 .

Refinements of Stout’s Procedure for Assessing Latent Trait Unidimensionality

Ratna Nandakumar, William Stout, R. Nandakumar, 1993 .

Unidimensionality, Tests of

W. Stout, R. Shealy, 2014 .

A Practical and Prescriptive Approach to Validity—Commentary

Lou DiBello, William Stout, Louis V. DiBello, 2007 .

Nonparametric Item Response Theory: A Maturing and Applicable Measurement Modeling Approach

William Stout, W. Stout, 2001 .

An Item Response Theory Model for Test Bias.

W. Stout, R. Shealy, 1991 .

ANALYSIS OF LATENT DIMENSIONALITY OF DICHOTOMOUSLY AND POLYTOMOUSLY SCORED TEST DATA

Brian Habing, Ratna Nandakumar, William Stout, 1996 .

MULTISIB: A Procedure to Investigate DIF When a Test is Intentionally Two-Dimensional

Ratna Nandakumar, Hsin-Hung Li, William Stout, 1997 .

DEVELOPMENT OF A SIBTEST BUNDLE METHODOLOGY FOR IMPROVING TEST EQUITY, WITH APPLICATIONS FOR GRE TEST DEVELOPMENT

D. Bolt, W. Stout, L. Roussos, 2003 .

A new procedure for detection of crossing DIF

W. Stout, Hsin-Hung Li, 1996 .

A Procedure to Detect Item Bias Present Simultaneously in Several Items

W. Stout, R. Shealy, 1991 .

Estimation of Item Dimensional Measurement Direction Using Conditional Covariance Patterns. Computerized Testing Report. LSAC Research Report Series.

D. Bolt, W. Stout, L. Roussos, 2002 .

DIMTEST: A Fortran Program for Assessing Dimensionality of Binary Item Responses

Hua-Hua Chang, Brian W. Junker, Ratna Nandakumar, 1992 .

Limit theorems for sums of dependent random variables

T. Lai, W. Stout, 1980 .

Optimal classification methods for diagnosing latent skills and misconceptions for option-scored multiple-choice item quizzes

Louis V. DiBello, W. Stout, R. Henson, 2022, Behaviormetrika.

Three Psychometric-Model-Based Option-Scored Multiple Choice Item Design Principles that Enhance Instruction by Improving Quiz Diagnostic Classification of Knowledge Attributes.

Louis V. DiBello, W. Stout, R. Henson, 2022, Psychometrika.

A Family of Generalized Diagnostic Classification Models for Multiple Choice Option-Based Scoring

Louis V. DiBello, Louis V DiBello, Robert A Henson, 2015, Applied psychological measurement.

The Reparameterized Unified Model System: A Diagnostic Assessment Modeling Approach

Robert A. Henson, Lou DiBello, Louis V. DiBello, 2019, Handbook of Diagnostic Classification Models.

On convergence of ϕ-mixing sequences of random variables

W. Stout, 1974 .

Weak convergence to stable laws by means of a weak invariance principle

G. Simons, W. Stout, 1976 .

Maximal Inequalities and the Law of the Iterated Logarithm

W. Stout, 1973 .

expected value of the stopped sequence by EZt = fJt

Y. Chow, W. Stout, 2016 .