Zvi Goldstein
Datos Biográficos
| ID | 9252441 |
|---|---|
| NOMBRE | Zvi Goldstein |
| NOMBRES | Zvi |
| APELLIDO | Goldstein |
| FIRMA | GOLDSTEIN Z |
| AFILIACIONES | California State University, Fullerton |
| VERIFICADO | No |
| TOTAL DE OBRAS | 5 |
| TOTAL DE CITAS | 0 |
| OBRAS COMO AUTOR | 5 |
| OBRAS COMO EDITOR | 0 |
| PRIMER AÑO DE PUBLICACIÓN | 1990 |
| AÑO MÁS RECIENTE DE PUBLICACIÓN | 2025 |
| ÍNDICE H | 0 |
Contrasting Theory and Research Regarding Early Islamic Qiblas
Even though many scholars have recognized that early qiblas, the direction of Islamic prayers towards their holy city, often did not appear to face Mecca geographically, Dan Gibson’s research more specifically identified Petra as the first holy city of Islam for many decades after the founding of Islam, even as late as when Islam had spread from Spain to India. Recent statistical research has supported Gibson’s theory, but his theory continues to…
The Optimization of Multivariate Generalizability Studies with Budget Constraints
The optimization of multivariate measurement designs when limited resources are available is not a simple task. This paper presents a method for determining the optimal number of conditions to use in measurement designs when resource constraints are imposed
Selecting the Number of Observations in Multivariate Measurement Studies Under Budget Constraints
When limited resources are available, determining the optimal number of observations to use in multivariate measurement design is not a simple task. This paper presents a method for determining the optimal number of conditions to use in measurement designs when resource constraints are imposed. The method is illustrated using a multivariate two-facet design, and extensions to other designs are discussed
The Optimization of Generalizability Studies with Resource Constraints
Generalizability theory is a measurement theory that provides a framework for examining the dependability of behavioral measurements. When limited resources are available determining the appropriate number of conditions to use in a measurement design is not a simple task. This paper presents a methodology for determining the optimal number of observations to use in a measurement design when resource constraints are imposed
Maximizing the Coefficient of Generalizability in Decision Studies
This paper presents an efficient search procedure for determining the optimal number of observations of facets in a design that maximize generalizability when resource constraints are imposed. The procedure is illustrated for a three- and four-facet, fully crossed design, and extensions are presented for other design configurations
Sin obras prominentes en esta página.
The Optimization of Generalizability Studies with Resource Constraints
Generalizability theory is a measurement theory that provides a framework for examining the dependability of behavioral measurements. When limited resources are available determining the appropriate number of conditions to use in a measurement design is not a simple task. This paper presents a methodology for determining the optimal number of observations to use in a measurement design when resource constraints are imposed
Selecting the Number of Observations in Multivariate Measurement Studies Under Budget Constraints
When limited resources are available, determining the optimal number of observations to use in multivariate measurement design is not a simple task. This paper presents a method for determining the optimal number of conditions to use in measurement designs when resource constraints are imposed. The method is illustrated using a multivariate two-facet design, and extensions to other designs are discussed
The Optimization of Multivariate Generalizability Studies with Budget Constraints
The optimization of multivariate measurement designs when limited resources are available is not a simple task. This paper presents a method for determining the optimal number of conditions to use in measurement designs when resource constraints are imposed
Contrasting Theory and Research Regarding Early Islamic Qiblas
Even though many scholars have recognized that early qiblas, the direction of Islamic prayers towards their holy city, often did not appear to face Mecca geographically, Dan Gibson’s research more specifically identified Petra as the first holy city of Islam for many decades after the founding of Islam, even as late as when Islam had spread from Spain to India. Recent statistical research has supported Gibson’s theory, but his theory continues to…
Maximizing the Coefficient of Generalizability in Decision Studies
This paper presents an efficient search procedure for determining the optimal number of observations of facets in a design that maximize generalizability when resource constraints are imposed. The procedure is illustrated for a three- and four-facet, fully crossed design, and extensions are presented for other design configurations
Computer Science (4 obras) · Mathematics (4 obras) · Optimal Experimental Design Methods (4 obras) · Statistics (4 obras) · Econometrics (3 obras) · Generalizability theory (3 obras) · Simple (philosophy) (3 obras) · Task (project management) (3 obras) · Budget constraint (2 obras) · Economics (2 obras)