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On the mathematical description of quantized fields [PDF]
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Ascoli, R., Epifanio, G., Restivo, A.
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The Mathematics of Quantum Fields
Publisher Summary This chapter discusses the mathematics of quantum fields. Quantum field theory is the only satisfactory framework known that unites the principles of quantum mechanics with special relativity. Its goal is to describe elementary particles.
James Glimm
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Field Dependency and Performance in Mathematics [PDF]
<p style="text-align:justify">Mathematics is an important school subject but one which often poses problems for learners. It has been found that learners do not possess the cognitive capacity to handle understanding procedures, representations, concepts, and applications at the same time.
ONWUMERE, Onyebuchi, REİD, Norman
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Reverse Mathematics and Algebraic Field Extensions [PDF]
This paper analyzes theorems about algebraic field extensions using the techniques of reverse mathematics. In section 2, we show that $\mathsf{WKL}_0$ is equivalent to the ability to extend $F$-automorphisms of field extensions to automorphisms of $\bar ...
Dorais, François G.+2 more
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The Enrichment Center for Gifted and Highly Talented Children is based at the Gordon Academic College of Education in Haifa and attracts fourth to sixth grade children from 30 different schools. The center offers a wide variety of workshops including a workshop on Mathematical thought.
Ilana Levenberg, Cahit Shacham
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Reflections on the Field of Mathematics Education Introduction
Reflections on the Field of Mathematics ...
Journal Editor
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Special issue on mathematics in early childhood education
"Mathematics is an important part of children’s daily life. The value of mathematics for young children is reflected in curricula for early childhood in the Nordic countries and consequently, mathematics education courses are included in teacher ...
Tamsin Meaney+2 more
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This paper sought to explore the Knowledge of Algebra for Teaching and the algebra difficulties of In-field and Out-of-field Junior High School mathematics teachers using the expanded KAT framework.
Williams Osei, Douglas Darko Agyei
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Obtaining Information about Nature with Finite Mathematics
The main goal of this presentation is to explain that classical mathematics is a special degenerate case of finite mathematics in the formal limit p→∞, where p is the characteristic of the ring or field in finite mathematics.
Felix Lev
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Reflecting on Action: Implications from the Child Mathematics Inquiry Portfolio
This article examines how the Child Mathematics Inquiry Portfolio (CMIP), a semester-long field experience project attached to an elementary mathematics methods course, can impact preservice teachers’ understanding about teaching and learning mathematics
Joan Gujarati
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