Describes activities that have been successfully implemented by an expert during a mathematical problem-solving course. Focuses on the identification of the qualities of these problems used to promote the development of student strategies and values that reflect mathematical practice in the classroom. Contains 17 references. (ASK)

The purpose of this article is to propose a course geared toward higher education that would help the student to become perceptually aware and "tuned-in" to what is going on in his immediate surroundings. (Author)

The academic needs of gifted students are qualitatively different from those of regular students. This document describes a course that is differentiated for gifted students in the areas of content, process, learning environment, and product. Emphasis is placed on higher order thinking skills through independent study dealing with real world…

Describes Noel Entwhistle's book "Styles of Learning and Teaching," detailing how it can be used to help students learn and store knowledge. Also describes a course on the theory and practice of cognitive processes taught at Carnegie Mellon University. (DH)

A noncredit course in a workshop format is described, with sessions focusing on recognizing and defining problems; organizing information and using modeling techniques; analyzing data, recognizing trends, and making decisions; being flexible and thinking creatively; and generalizing and consolidating. (MNS)

A one-semester course at the third-year level at York University is described. It tries to legitimize in students' eyes that it makes sense to talk about mathematics as well as do mathematics. Seven course themes are discussed, followed by nine problems used in the course. (MNS)

Outlines four lessons as supplemental lectures in beginning argumentation classes. Encourages students to develop an appreciation of the interaction between culture and communication generally and a sense of argumentation's suitability in our own culture. (JMF)

The focus of this book is on a rationale and a set of strategies for problem generation in mathematics. Six chapters attempt to involve readers in the process of posing problems and in understanding why that process is important. Chapter 1 discusses two problem posing perspectives, while chapter 2 looks at the first phase of problem posing. The…

Describes a high-school theater-arts course which adapts a traditional children's story for presentation at local elementary schools. Participation is based on interest and commitment and results in an awareness of the rights and needs of others, development of diverse approaches to problem-solving, and reinforcement of personal responsibility.…

This publication should help educators provide a mathematics program that emphasizes productive time on task and active involvement of students in mathematics activities. The focus on problem solving is stressed. Time allotments are stated, followed by descriptions of essential elements for kindergarten through grade 8: understanding numbers and…

How fiction is used in a college-level political science seminar to teach about democratic decision making and U.S. politics is described. The fiction used is clustered around the following topics: community-level decisions, limits to consensus, group values and politics, acquiring elected offices and trying to keep them, and public bureaucracies.…

Details are provided of a seminar conducted at Loyola University on the construction and criticism of proofs. The seminar is geared towards sophomore mathematics and computer science majors. It is felt that the approach fills an important need in the mathematics curriculum. (MP)

Describes a practical, university level course which applies principles of social science and public administration to the engineering of social change. The course, modeled on the Michigan Department of Human Rights, provides realistic exercises simulating the operations of a real agency involved in social planning and policy change. (GC)

Describes a course designed by Moravian College, Pennsylvania, to integrate precalculus topics as needed into a first calculus course. The textbook developed for the course covers the concepts of functions, Cartesian coordinates, limits, continuity, infinity, and the derivative. Examples are discussed. (MDH)

A legal education course that teaches senior high school students how different cultures resolve conflicts is described. Students need to see that our system of justice is only one among many, all of which have shortcomings, external influences, and internal variance. (RM)