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Employs a fixed-cost quadratic function to estimate multiple-output cost functions for 94 private universities in Japan for 1991. Outputs were undergraduate teaching, graduate teaching, and research. Results indicate ray economies of scale and both global and product-specific economies of scope. Product-specific economies of scale are shown for…

William Massy and Robert Zemsky's concept of decision-making norms holds promise as a tool to support modeling of economic choices within educational organizations. The concept's practical value would be affirmed by analyzing how economies are achieved through delegating routine decisions to administrators; developing criteria for determining…

An extension of the model for measuring reading speed proposed by G. Rasch (1960) is presented. In this approach, subject parameters are treated as random variables having a common gamma distribution. From this marginal, maximum-likelihood estimators are derived for test difficulties and the parameters of latent subject distribution. (SLD)

Results from numerous school- and teacher-effectiveness studies suggest that variation between classes is more significant than variation between schools, though evidence often seems contradictory. This article considers why different studies generate different findings, identifies key study design issues, and relates these observations to…

Uses time-series analysis to study effects of changes in tuition and other factors on enrollment at U.S. private colleges and universities. Argues that enrollment demand function should be expressed in a dynamic model. Actual enrollment adjusts to the desired enrollment very slowly; tuition and other related costs significantly affect enrollment…

Using the item response model as developed on the multinomial distribution, asymptotic variances are obtained for residuals with response patterns and first- and second-order marginal frequencies of manifest variables. A limited-information test of fit is developed by using residuals defined for the first- and second-order marginals. (Author/SLD)

A didactic example is presented of the application of new developments in structural equation modeling that allow for the modeling of multilevel data. The method, a synthesis of methods developed by B. Muthen, is applied to the problem of validating indicators of science education quality in the United States. (SLD)

Points out the importance of an understanding of a sense of scale and presents an activity that uses distance or time as a measure. The activity illustrates for students what the universe would look like at various scales. (DDR)

Derives two sufficient conditions for a finitely generated Lie algebra to have the nilpotent hypercenter. Presents a relatively large class of generalized soluble Lie algebras. Proves that if a finitely generated Lie algebra has a nilpotent maximal subalgebra, the Fitting radical is nilpotent. (DDR)

Used software environment to examine algebra students' attempts to reformulate narratives using verbal and iconic lexical sets. Described how natural language text turns into a script of events and processes, how the qualitative graphic description of the script is sketched using iconic notations, and how the graph turns into a subject for…

Compares secondary and junior schools' influence on (British) 16 year-olds' performance on the General Certificate in Secondary Education examination. Presents a mathematical model to explain performance variations, using a cohort of 758 students in 48 junior schools and 116 secondary schools. There is a strong continuity of junior school effects…

Combines the concept of self-worth in sociology and educational psychology with economic modeling to analyze the influence of competition on student learning. Finds, for example, that students prone to negative self-worth are motivated not to study hard in courses involving strong competition, thereby adopting a strategy of winning by not losing.…

Presents an integrated exposition of aspects of secondary school mathematics and a medical science specialty. Reviews clinical medical practice and theoretical and empirical literature in mathematics education and radiology to develop and pilot model integrative classroom topics and activities. Suggests mathematical applications in numeration and…

Proposes a mixture item response model for investigating individual differences in the selection of response categories in multiple choice items. A real data example illustrates how the model can be used to distinguish examinees disproportionately attracted to different types of distractors, and a simulation study evaluates item parameter recovery…