At a recent conference, the author heard a head of mathematics say with some emphasis that when she applied for a job she felt that she had to say that she recognized no ceiling on the amount that pupils could achieve in mathematics. She went on to explain that she needed a prospective employer to understand this as it affected the way that she…

This article presents an interview with Michael W. O'Boyle, a neuroscientific investigator of high mathematical ability. O'Boyle is a professor in the Department of Human Development and Family Studies, Texas Tech University, and Adjunct Professor of Pharmacology and Neuroscience, School of Medicine, Texas Tech University Health Sciences Center.…

Responds to the comments of P. L. Ackerman (see record EJ751362), D. Y. Dai (see record EJ751364), and M. C. Gridley (see record EJ751365) on E. S. Spelke's original article "Sex differences in intrinsic aptitude for mathematics and science? A critical review" (see record EJ733610). Here, the current authors first consider Ackerman's…

Elementary school children in the United States are not developing acceptable levels of mathematical proficiency (National Center for Education Statistics, 1999), and a major concern of teacher educators is that teachers lack the depth and flexibility of mathematical understanding and the corresponding beliefs they need to teach for proficiency…

Proposes looking at the percent symbol (%) as an operator, which means to divide any number in front of it by 100. Stresses the importance of using correct words to describe the numbers generated in percent calculations. Explains how to (1) calculate percent using equivalent fractions; (2) divide fraction numerators by denominators, retaining the…

Can music in and of itself tell anything about the mind of the person who composes or performs it? This question is of general philosophical interest, but it takes on more than philosophical significance in contexts where there is reason to think that music may be the only significant point of contact between one human being and another. There are…

Discussion of the development of mathematical talent in students identifies seven distinct levels of talent and suggests that Srinivasa Ramanujan, the Indian mathematician considered to be self-taught, actually received good schooling and studied a comprehensive advanced mathematical text. This suggests that good instruction is as necessary for…

Many people feel mathematics education in the U.S. is in need of improvement. Fennema and Franke (1992) note that teachers' knowledge (or lack thereof) is often associated with poor instruction and thus, low student achievement on instruments which measure mathematical aptitude. For this reason, universities across the country have become…

Tells a number of stories about young people, including the author's own children, who find a second chance through two-year community colleges. Touts community colleges as one of the few places in this increasingly stratified society where persons of various ages and from a variety of racial, ethnic, and socioeconomic backgrounds come together.…

This article proposes a two-factor theory of mathematics disabilities based on the premise that weak cognitive representations lead to poorer retrieval of information from long term memory. Comparison of children with math disabilities alone (MD) and those with both math and reading disabilities (MD/RD) suggests that weak phonological processing…

Contextualizes the mathematical intelligence as revealed in the human tendencies, as supported by the extended family, and facilitated by choice within a responsive environment. Reviews the function of Montessori materials, including mathematical materials, and emphasizes that the personal intelligences are integral to all activities simply…

There is a common belief that people have limited mental capabilities in that they are either good at English or mathematics, but not both. There is also a myth that men are naturally good at math, while women are not. But there are many good mathematicians who also write well. Also, good students appear to be good students, regardless of the…

Describes a study of high school students that examined gender differences in mathematics experience and attitudes as well as the association between math attitudes and computer attitudes. Results indicate a positive correlation between math experiences and attitudes and computer attitudes; and boys had more math experience and more positive…

Discussion of locus of control (LOC), gender, and mathematics and technical subjects focuses on a study of preschool girls and boys that investigated the effects of a LOGO program on efficacy and LOC. Highlights include treatment of experimental and control groups; gender differences; parent questionnaires; and pretests and posttests. (69…

This guide provides a rationale and approach for translating Howard Gardner's theory of multiple intelligences into classroom practice. Chapter 1 explains Gardner's theory and gives the definitions of the seven intelligences he identifies: verbal/linguistic, musical/rhythmic, logical/mathematical, visual/spatial, bodily/kinesthetic, intrapersonal,…