Bayesian Psychometric Modeling Bayesian Psychometric Modeling
    • USD 59.99

Publisher Description

A Single Cohesive Framework of Tools and Procedures for Psychometrics and Assessment

Bayesian Psychometric Modeling presents a unified Bayesian approach across traditionally separate families of psychometric models. It shows that Bayesian techniques, as alternatives to conventional approaches, offer distinct and profound advantages in achieving many goals of psychometrics.

Adopting a Bayesian approach can aid in unifying seemingly disparate—and sometimes conflicting—ideas and activities in psychometrics. This book explains both how to perform psychometrics using Bayesian methods and why many of the activities in psychometrics align with Bayesian thinking.

The first part of the book introduces foundational principles and statistical models, including conceptual issues, normal distribution models, Markov chain Monte Carlo estimation, and regression. Focusing more directly on psychometrics, the second part covers popular psychometric models, including classical test theory, factor analysis, item response theory, latent class analysis, and Bayesian networks. Throughout the book, procedures are illustrated using examples primarily from educational assessments. A supplementary website provides the datasets, WinBUGS code, R code, and Netica files used in the examples.

GENRE
Science & Nature
RELEASED
2017
28 July
LANGUAGE
EN
English
LENGTH
492
Pages
PUBLISHER
CRC Press
SELLER
Taylor & Francis Group
SIZE
11.2
MB

More Books by Roy Levy & Robert J. Mislevy

Other Books in This Series

Regression Analysis in R Regression Analysis in R
2022
An Introduction to the Rasch Model with Examples in R An Introduction to the Rasch Model with Examples in R
2022
Linear Regression Models Linear Regression Models
2021
Mixed-Mode Official Surveys Mixed-Mode Official Surveys
2021
Applied Regularization Methods for the Social Sciences Applied Regularization Methods for the Social Sciences
2022
Handbook of Item Response Theory Handbook of Item Response Theory
2017