Examines theoretical and methodological tools that can help college faculty design flexible learning environments that incorporate new technologies to meet individuals' needs and course or curriculum goals. Outlines principles from research in learning styles and strategies, comparing traditional in-class techniques and technology-enhanced…

Guidelines for educational Web sites are discussed: determining the purpose; providing essential identifiers; determining page length; revising; establishing Internet Child Safety rules; providing a model for observing copyright law; providing links to home pages; using professional language; using images judiciously; assuring the page looks good…

Internet2, a consortium effort of over 100 universities, is investing in upgrading campus and national computer network platforms for such applications as digital libraries, collaboration environments, tele-medicine, and distance-independent instruction. The project is described, issues the project intends to address are detailed, and ways in…

Discussion of e-learning in special education personnel preparation focuses on student assessment in e-learning environments. It includes a review of the literature, lessons learned by the authors from assessing student performance in e-learning environments, a literature perspective on electronic portfolios in monitoring student progress, and the…

The production and application of images based on fractal geometry are described. Discussed are fractal language groups, fractal image coding, and fractal dialects. Implications for these applications of geometry to mathematics education are suggested. (CW)

Described is the design and evaluation of a learning unit which includes the basics of computerized feedback control. Included are sample topics, descriptions of the achievement measures, and conclusions of the study. (CW)

An animation project was developed for pupils with moderate learning difficulties, age 12-14. Using a computer system, normal pencil-and-paper drawings done by children were shot by a video camera, stored in the computer, colored with a graphics program, and then manipulated for various animation effects. (JDD)

Given are instructions for teaching spreadsheet use for problem solving in mathematics. Examples of relevant problems from algebra through calculus are provided. The advantages of using computer spreadsheets in this application are stressed. (CW)

Described is a project involving the introduction of microcomputers into the laboratory portion of a college general physics course for data collection and analysis. The results of an evaluation of this program are presented. (CW)

The implementation of the first phase of a project involving the use of computer software in a course on the mathematics of finance is discussed. Results of a controlled experiment indicated that the techniques employed seemed to have positively impacted the performance of the students. (CW)

A nonconventional graphical way to represent functions (the Parallel Axes Representation) is discussed. A computerized environment designed to support the exploration of the representation of linear functions is described. The didactical potential of this representation is illustrated. (CW)

The use of computer spreadsheet programs in the physics laboratory is discussed. An example of this application with a conservation of energy laboratory is presented including the cases of a rolling sphere and a sliding sphere. (CW)

Encourages using spreadsheets to teach college economics because of their capacity to depict economic models, strengthen logical ability, and manipulate large amounts of data. Lists spreadsheet packages that are available and offers detailed instruction through graphs on how to design and interpret spreadsheets for classroom use. (CH)

Described is a software package, "Trapeze," within which a routine called LinDis can be used. Discussed are teaching methods, the linear discriminant model and equations, the LinDis worksheet, and an example. The set up for this routine is included. (CW)

Described are several programs that enable the user to evaluate derivatives to order n of any elementary function by using the combination of automatic differentiation method and A Programming Language (APL). Programs calculating first- and higher-order derivatives are presented. Selected APL symbols are appended. (YP)