5 edition of **Panel analysis; latent probability models for attitude and behavior processes** found in the catalog.

- 20 Want to read
- 16 Currently reading

Published
**1973** by Jossey-Bass in San Francisco .

Written in English

- Panel analysis,
- Probabilities,
- Attitude (Psychology) -- Testing

**Edition Notes**

Bibliography: p. 245-248.

Statement | [by] Lee M. Wiggins. |

Series | The Jossey-Bass/Elsevier international series, Progress in mathematical social sciences |

Classifications | |
---|---|

LC Classifications | H62 .W48 1973 |

The Physical Object | |

Pagination | xvi, 255 p. |

Number of Pages | 255 |

ID Numbers | |

Open Library | OL5312764M |

ISBN 10 | 0875891780 |

LC Control Number | 72097441 |

Second, we present the more general Latent Mixed Markov model and show how both the Mixed Markov model and the Latent Markov model, as well as several more specific models, relate to this more general model. Finally, we reanalyze the Los Angeles panel data on depression with a focus on stability and by: The Logic of Probability Models • The actual data-generating process that lies behind any given data on buyer behavior embodies a huge number of factors. • Even if the actual process were completely deterministic, it would be impossible to measure all the variables that determine an individual’s buying behavior in any setting. The Logic of Probability Models • The actual data-generating process that lies behind any given data on buyer behavior embodies a huge number of factors. • Even if the actual process were completely deterministic, it would be impossible to measure all the variables that determine an individual’s buying behavior in any setting. ⇒Any. In Mathematical Models of Attitude Change: Change in Single Attitudes and Cognitive Structure, and S.T. Dumais. A solution to Plates problem--The latent semantic analysis theory of acquisition, induction and representation of knowledge. Psychological Review (2) The National Academies Press. doi: /

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Panel analysis; latent probability models for attitude and behavior processes. San Francisco, Jossey-Bass, (OCoLC) Online version: Wiggins, Lee M. (Lee Manning), Panel analysis; latent probability models for attitude and behavior processes.

San Francisco, Jossey-Bass, (OCoLC) Document Type: Book: All Authors. Get this from a library. Panel analysis. Latent probability models for attitude and behavior processes. [Lee M Wiggins] -- No one knows how many billions of items of panel data have been collected in the United States.

It may well be that the number of such items collected each year runs into billions. By "panel data" is. Panel analysis. Latent probability models for attitude and behavior processes. Amsterdam, New York: Elsevier Scientific Pub. MLA Citation. Wiggins, Lee M.

Panel analysis. Latent probability models for attitude and behavior processes. [By] Lee M. Wiggins Elsevier Scientific Pub. Co Amsterdam, New York Australian/Harvard Citation. Find many great new & used options and get the best deals for Panel Analysis: Latent Probability Models for Attitudes and Behavior Processes at the best.

Mathematical models for the interpretation of attitude and behavior change: the analysis of multi-wave panel, Doctoral dissertations series Ann Arbor: University Microfilms. Ann Arbor: University by: 5.

Latent Variable Models and Factor Analysis: A Unified Approach (Wiley Series in Probability and Statistics Book ) - Kindle edition by Bartholomew, David J., Knott, Martin, Moustaki, Irini.

Download it once and read it on your Kindle device, PC, phones or tablets. Use features like bookmarks, note taking and highlighting while reading Latent Variable Models and Factor Analysis: A Unified /5(3). Structural Equation Model Latent Class Latent Class Analysis Rotation Group Latent Class Model These keywords were added by machine and not by the authors.

This process is experimental and the keywords may be updated as the learning algorithm by: 2. Four overarching patterns of culture: a look at common behavior / Robert Strauss with Christopher Strauss; Panel analysis. Latent probability models for attitude and behavior processes.

A descriptive model of aggression and nonaggression with application to children's behaviour; Panel analysis. Latent probability models for attitude and behavior processes.

[By] Lee M. Wiggins; Market behaviour of rational addicts / Daniel Leonard; Network models of building evacuation [microform]: development of software system / T.M. Kisko. The starting point is to specify a mathematical model in which the observed behavior is a function of an individual's latent behavioral characteristics (i.e., past = f (θ)).This is done by reflecting on what simple probability distribution (e.g., Poisson, binomial, exponential) can be used to characterize the observed by: In the second approach the data were analyzed using a latent Markov model which took account of errors of measurement in the classification of children.

This analysis suggested the presence of strong continuities in childhood problem behaviors, with only 14% of children showing remission of behavioral problems within a 2-year by: Abstract.

An IRT model with a parameter-driven process for change is proposed. Quantitative differences between persons are taken into account by a continuous latent variable, as in common IRT models. In addition, qualitative interindividual differences and autodependencies are accounted for by assuming within-subject variability with respect to Cited by: Local Dependence in Latent Class Analysis of Rare and Sensitive Events Panel Analysis: Latent Probability Models for Attitude and Behavior Processes.

If strong assumptions concerning the. Chapter 5 deals with models describing latent change processes and two special cases are illustrated.^ Chapter 6 combines the brand choice and purchase incidence aspects of buying behavior into a Author: Jee-Seon Kim.

A latent class growth model for migrants’ remittances: an application to the German Socio‐Economic Panel. We propose a latent class mixture growth model with concomitant variables to study the time profiles of international remittances sent by first‐generation migrants in Germany from to Project Euclid - mathematics and statistics online.

Ann. Appl. Stat. Volume 3, Number 2 (), Latent Markov model for longitudinal binary data: An application to. Abstract. The latent class approach is innovative and flexible and can provide suitable solutions to several problems regarding the development of marketing strategies, because it takes into account specific features of the data, such as their scale of measure (often ordinal or categorical, rather than continuous), Cited by: 2.

Maximum likelihood estimation of an extended latent Markov model for clustered binary panel data Article in Computational Statistics & Data Analysis 51(7) April with 28 Reads.

CRISP-Seminari sul tema della V alutazione-PENNONI-Assessment of school performance through a multilevel latent Markov Rasch model – p. 29/30 Main References Altman, R.

The objective of the present research is twofold. In line with earlier studies on the attitude-behavior relationship, our first aim is to assess, with the use of panel data, the direction of causation between the use of a particular mode and the attitude towards the use of this is done within a structural equation model by: In this article, the authors demonstrate the utility of an extended latent Markov model for analyzing temporal configurations in the behaviors of a sample of domestic violence batterers.

Domestic violence research indicates that victims experience a constellation of abusive behaviors rather than a single type of violent by: LCA is a measurement model in which individuals can be classified into mutually exclusive and exhaustive types, or latent classes, based on their pattern of answers on a set of categorical indicator variables.

(Factor Analysis is also a measurement model, but with continuous indicator variables). #N#Probability of ‘Yes’ response for each Class. Generally the assumptions of the model that is, a latent stationary Markov chain, are reasonably well met by the data. The probability of a correct answer, which can be interpreted as the reliability of a latent response category, is high in most cases (about.

8).Cited by: A hidden Markov model can be considered a generalization of a mixture model where the hidden variables (or latent variables), which control the mixture component to be selected for each observation, are related through a Markov process rather than independent of each other.

This is the first of two books on the statistical theory of reliability and life testing. The present book concentrates on probabilistic aspects of reliability theory, while the forthcoming book will focus on inferential aspects of reliability and life testing, applying the probabilistic tools developed in this volume.

This book emphasizes the newer, research aspects of reliability theory. Latent Transition Analysis (LTA) The LTA approach demonstrated in this paper is a longitudinal extension of latent class analysis (LCA).

LCA is a multivariate statistical model that is based on a measurement theory which posits that an underlying grouping variable (i.e., a latent class variable) is not observed but can be inferred from a set of categorical indicators (Goodman, ; Lazarsfeld Cited by: Geoffrey J.

McLachlan, in International Encyclopedia of the Social & Behavioral Sciences (Second Edition), Model-Based Clustering. Once the mixture model has been fitted, a probabilistic clustering of the data into g clusters can be obtained in terms of the fitted posterior probabilities of component membership for the data.

An outright partitioning of the observations into g. Review of Probability Models 15 The Logic of Probability Models • Many researchers attempt to describe/predict behavior using observed variables. • However, they still use random components in recognition that not all factors are included in the model.

• We treat behavior as if it were “random” (probabilistic, stochastic). This software implements Latent class models for cluster analysis, factor analysis, etc. The latent models support nominal, ordinal as well as continuous data. There are certain measures of model fit. The latent model in Latent class analysis (LCA) can be fitted to the data with the help of likelihood ratio chi square.

Latent Class Cluster Analysis. Latent class cluster analysis uses probability modeling to maximize the overall fit of the model to the data. The model can identify patterns in multiple dependent variables (such as attitudes and needs) and quantify correlation of dependent variables with related variables (such as buying behaviors).

For example, Train () proposed a random coefficients model where utility parameters vary over individuals with distributions reflecting some latent choice process(es).

The systematic component of utility is a weighted sum of the covariates, representing the attributes and characteristics, where the weights are random coefficients (McFadden Cited by: Bibliography. Linda M. Collins. The Pennsylvania State University for more papers by this author.

Stephanie T. Lanza. The Pennsylvania State University. Search for more papers by this author. Book Author(s): Linda M. Collins. The Pennsylvania State University Latent Class and Latent Transition Analysis: With Applications in the Social.

Latent class analysis (LCA) is an extremely useful and flexible technique for the analysis of categorical data, measured at the nominal, ordinal, or interval level (the latter with fixed or estimated scores).

It is, first, a general measurement model, a particular kind of latent structure model that can be used for the investigation of the reliability and validity of categorical measurements Cited by: Latent refers to the fact that even though these variables were not measured directly in the research design they are the ultimate goal of the project.

The nature of the latent variable is intrinsically related to the nature of the indicator variables used to define them. In the most usual case, we structure the model so that the indicators are. LCA offers quality inference, provided the key threat to model validity—namely, local dependence—can be appropriately addressed either in the study design or in the model-building process.

Three potential causes threaten local independence: bivocality, behaviorally correlated error, and latent by: 8. Therefore, we developed a conceptual model, Fig. 1, to first classify apparent driving behaviors in the Saudi context, and second to investigate how each category of driving behavior influences accident involvement among young Saudi rmore, the conceptual model investigates how attitude and other SED traits may play a role in influencing accident by: Greene book Novem 17 DISCRETE CHOICEQ INTRODUCTION This is the ﬁrst of three chapters that will survey models used in microeconometrics.

The analysis of individual choice that is the focus of this ﬁeld is fundamentally about modeling discrete outcomes such as purchase decisions, for example whether or not toFile Size: KB.

Review of Probability Models 9 The Logic of Probability Models • Many researchers attempt to describe/predict behavior using observed variables. • However, they still use random components in recognition that not all factors are included in the model. • We treat behavior as if it were “random” (probabilistic, stochastic).

Introduction to Probability Models 39 The Logic of Probability Models • Many researchers attempt to describe/predict behavior using observed variables. • However, they still use random components in recognition that not all factors are included in the model. • We treat behavior as if it were “random” (probabilistic, stochastic).

Probability Models for Customer-Base Analysis Peter S. Fadera,⁎ & Bruce G.S. Hardieb a Huntsman Hall, Wharton School of the University of Pennsylvania, Walnut Street, Philadelphia, PAUSA b London Business School, UK Abstract As more firms begin to collect (and seek value from) richer customer-level datasets, a focus on the emerging concept of customer-baseFile Size: KB.

LATENT MARKOV AND GROWTH MIXTURE MODELS FOR ORDINAL INDIVIDUAL RESPONSES WITH COVARIATES: A COMPARISON Fulvia Pennoni1 and Isabella Romeo2 1 Dipartimento di Statistica e Metodi Quantitativi, Universita degli Studi Milano-` Bicocca, (e-mail: [email protected]) 2 Laboratory of Environmental Chemistry and Toxicology, Istituto di Ricerche Farma- cologiche Mario .Stochastic Actor Oriented Models for Network Dynamics are used for the statistical analysis of longitudinal network data collected as a panel.

The probability model defines an unobserved stochastic process of tie changes, where social actors add new ties or drop existing ties in response to the current network structure; the panel observations are snapshots of the resulting changing by: In psychometrics, item response theory (IRT) (also known as latent trait theory, strong true score theory, or modern mental test theory) is a paradigm for the design, analysis, and scoring of tests, questionnaires, and similar instruments measuring abilities, attitudes, or other variables.

It is a theory of testing based on the relationship between individuals' performances on a test item and.