Results 361 to 370 of about 5,731,370 (400)
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Mathematical Miscellanea

The Mathematics Teacher, 1950
The following letters are reproduced for the testimony they bear to (a) the “intellectual” and “avocational” interests which a surprising number of non-professional mathematicians can and do have in our subject, and (b) the excellent independent thinking which such persons (including some of our students) can do with some stimulus.
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Mathematics and Thinking Mathematically [PDF]

open access: possibleThe American Mathematical Monthly, 1970
(1970). Mathematics and Thinking Mathematically. The American Mathematical Monthly: Vol. 77, No. 1, pp. 20-28.
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The Nature, Effects, and Relief of Mathematics Anxiety.

, 1990
Results of 151 studies were integrated by meta-analysis to scrutinize the construct mathematics anxiety. Mathematics anxiety is related to poor performance on mathematics achievement tests.
R. Hembree
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Mathematical Foundations for Mathematics

The American Mathematical Monthly, 1971
(1971). Mathematical Foundations for Mathematics. The American Mathematical Monthly: Vol. 78, No. 5, pp. 463-487.
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To mathematize, or not to mathematize chemistry

Foundations of Chemistry, 2013
By analysing a contemporary criticism to the so called “mathematical chemistry”, we discuss what we understand by mathematizing chemistry and its implications. We then pass to ponder on some positions on the subject by considering the cases of Laszlo, Venel and Diderot, opponents to the idea of mathematization of chemistry. In contrast, we analyse some
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Cross-national patterns of gender differences in mathematics: a meta-analysis.

Psychological bulletin, 2010
A gender gap in mathematics achievement persists in some nations but not in others. In light of the underrepresentation of women in careers in science, technology, mathematics, and engineering, increasing research attention is being devoted to ...
N. Else-Quest, J. Hyde, M. Linn
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Sociomathematical Norms, Argumentation, and Autonomy in Mathematics.

, 1996
This paper sets forth a way of interpreting mathematics classrooms that aims to account for how students develop mathematical beliefs and values and, consequently, how they become intellectually autonomous in mathematics.
Erna Yackel, P. Cobb
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Mathematics

Science, 1980
Current research in mathematics involves a wide variety of interlocking ideas, old and new. For example, results about the curves and surfaces defined by polynomial equations, as in algebraic geometry, appear in the study of solitary waves and also in the gauge theories in physics.
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Applied Mathematics Is Bad Mathematics

1981
It isn’t really (applied mathematics, that is, isn’t really bad mathematics), but it’s different.
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Descartes’s Mathematics

2019
This chapter points out some issues about Cartesian geometry and Descartes’s program of solving geometrical problems by means of algebraic analysis. With this aim, it extends the corpus to Descartes’s mathematical correspondence and takes into account recent interpretations.
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