Differences in cognitive structure are approached through consideration of cartesian and non-cartesian knowing. Figuration and configuration are described as two layers of cartesian knowing leading to the third layer, the cognitive structure. Knowing in general is then discussed, with comments on learning in another culture, Botswana. (MNS)

Finds that computer and mathematics avoidance among women is the result of attitudes, expectations, and discrimination. Present-day creative computing relies upon skills not limited to those with a math and science orientation, and should prove a rewarding occupation to women. (DM)

Math anxiety affects both sexes, and is not the cause of imbalance in mathematical professions. Attempts to broaden perceptions of mathematics deal only with the symptoms of math anxiety. The principal cause is the methodology used to teach mathematics. Problem-solving processes must be employed. (MNS)

Reviews literature on developmental students' negative attitudes toward mathematics and themselves. Describes a model for math tutoring emphasizing the reduction of math anxiety and development of capacities for independent learning through dialogue, analysis of error, response to affective needs, reeducation about the learning process, and…

Discussed are experiences with students having mathematics anxiety. Describes how to increase the students' confidence and a method of guided practice. (YP)

Proposes a new geometry curriculum for motivating middle school students. Discusses the treatment of geometry including visual justifications of geometric phenomena, examination of the properties of various common geometric figures, use of art and architecture, and inspection of geometric transformations. Eleven references are listed. (YP)

Presents eleven open-ended questions used to address students' beliefs about mathematics that were culled from a wide variety of mathematics education populations. Each question is followed by a summary of typical responses from those populations that can help teachers plan instruction and structure the classroom environment. (JJK)

This publication focuses on the work of one bright but math avoidant student in a writing seminar in mathematics. The introductory portion of the document explains the philosophy, goals, and activities of the seminar. The course is intended to provide opportunities for students in the humanities to experience mathematics as a discipline at once…

Discusses how calculators and computers can assist in the teaching of the basic mathematical competencies. (YP)

The author's personal experiences in overcoming mathematics anxiety provide insights into how teachers can create a classroom environment to help students develop self-confidence by assessing students' feelings, using cooperative-learning techniques, showing more patience, and having students write about their experiences. (MDH)