Tamás Rudas
Biographic Data
| ID | 4168526 |
|---|---|
| NAME | Tamás Rudas |
| GIVEN NAMES | Tamás |
| FAMILY NAME | Rudas |
| SIGNATURE | RUDAS T |
| AFFILIATIONS | Eötvös Loránd University |
| ORCID | 0000-0002-9787-6900 |
| VERIFIED | Yes |
| TOTAL WORKS | 5 |
| TOTAL CITATIONS | 4 |
| WORKS AS AUTHOR | 4 |
| WORKS AS EDITOR | 1 |
| FIRST PUBLICATION YEAR | 1995 |
| LATEST PUBLICATION YEAR | 2021 |
| H-INDEX | 2 |
Pathways Between Social Science and Computational Social Science
Log-Linear and Marginal Models
Discrete Graphical Models in Social Mobility Research - A Comparative Analysis of American, Czechoslovakian and Hungarian Mobility before the Collapse of State Socialism
Variants of path models have been widely used for the analysis of the social status attainment process. The methods presented here differ from earlier approaches in several ways. Social status is considered a categorical variable and path models are developed starting from graphical models, using the marginal log-linear approach. Overall model fit may be tested by standard techniques. Under these models, the status attainment process is completel…
On the Application of Discrete Marginal Graphical Models
Graphical models are defined by general and possibly complex conditional independence assumptions and are well suited to model direct and indirect associations and effects that are of central importance in many problems of sociology. Such relevance is apparent in research on social mobility. This article provides a unified view of many of the graphical models discussed in a largely scattered literature. The marginal modeling framework proposed he…
A New Index of Structure for the Analysis of Models for Mobility Tables and Other Cross-Classifications
A new index of structure for the analysis and summary description of models for mobility tables and other kinds of crossclassifications is proposed. For a given model, this index measures model misfit (or lack of fit) as the minimum possible proportion of the population outside the specified model. It measures structure in relation to a given model or hypothesis. The framework that gives rise to this index consists of embedding a specified model …
On the Application of Discrete Marginal Graphical Models
Graphical models are defined by general and possibly complex conditional independence assumptions and are well suited to model direct and indirect associations and effects that are of central importance in many problems of sociology. Such relevance is apparent in research on social mobility. This article provides a unified view of many of the graphical models discussed in a largely scattered literature. The marginal modeling framework proposed he…
A New Index of Structure for the Analysis of Models for Mobility Tables and Other Cross-Classifications
A new index of structure for the analysis and summary description of models for mobility tables and other kinds of crossclassifications is proposed. For a given model, this index measures model misfit (or lack of fit) as the minimum possible proportion of the population outside the specified model. It measures structure in relation to a given model or hypothesis. The framework that gives rise to this index consists of embedding a specified model …
A New Index of Structure for the Analysis of Models for Mobility Tables and Other Cross-Classifications
A new index of structure for the analysis and summary description of models for mobility tables and other kinds of crossclassifications is proposed. For a given model, this index measures model misfit (or lack of fit) as the minimum possible proportion of the population outside the specified model. It measures structure in relation to a given model or hypothesis. The framework that gives rise to this index consists of embedding a specified model …
Discrete Graphical Models in Social Mobility Research - A Comparative Analysis of American, Czechoslovakian and Hungarian Mobility before the Collapse of State Socialism
Variants of path models have been widely used for the analysis of the social status attainment process. The methods presented here differ from earlier approaches in several ways. Social status is considered a categorical variable and path models are developed starting from graphical models, using the marginal log-linear approach. Overall model fit may be tested by standard techniques. Under these models, the status attainment process is completel…
On the Application of Discrete Marginal Graphical Models
Graphical models are defined by general and possibly complex conditional independence assumptions and are well suited to model direct and indirect associations and effects that are of central importance in many problems of sociology. Such relevance is apparent in research on social mobility. This article provides a unified view of many of the graphical models discussed in a largely scattered literature. The marginal modeling framework proposed he…
Log-Linear and Marginal Models
Pathways Between Social Science and Computational Social Science
Econometrics (4 works) · Mathematics (4 works) · Statistics (4 works) · Categorical variable (3 works) · Computer Science (3 works) · Artificial Intelligence (2 works) · Intergenerational and Educational Inequality Studies (2 works) · Social science (2 works) · Sociology (2 works) · Spatial and Panel Data Analysis (2 works)