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a-

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; p ublished online January 2009 .

Reference Entry. Subjects: Pure Mathematics. 19 words.

Prefix meaning ‘not’. For example, an asymmetric figure is one which possesses no symmetry, which is not symmetrical.

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A

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; p ublished online January 2009 .

Reference Entry. Subjects: Pure Mathematics. 7 words.

The number 10 in hexadecimal notation.

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a-

James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2014; p ublished online September 2014 .

Reference Entry. Subjects: Pure Mathematics. 19 words.

Prefix meaning ‘not’. For example, an asymmetric figure is one which possesses no symmetry, which is not symmetrical.

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a-

Donald Fenna.

in A Dictionary of Weights, Measures, and Units

January 2002; p ublished online January 2004 .

Reference Entry. Subjects: Numerical and Computational Mathematics. 7 words.

Metric As symbol see A, a.

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A

Donald Fenna.

in A Dictionary of Weights, Measures, and Units

January 2002; p ublished online January 2004 .

Reference Entry. Subjects: Numerical and Computational Mathematics. 72 words.

Metric As a lower-case prefix a-, see atto-.

length. Metric Correctly Å, see angstrom.

area

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Å

Donald Fenna.

in A Dictionary of Weights, Measures, and Units

January 2002; p ublished online January 2004 .

Reference Entry. Subjects: Numerical and Computational Mathematics. 4 words.

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A

James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2014; p ublished online January 2014 .

Reference Entry. Subjects: Pure Mathematics. 7 words.

The number 10 in hexadecimal notation.

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A

Overview page. Subjects: Mathematics.

The number 10 in hexadecimal notation.

See overview in Oxford Index

<i>A + B = C</i> and big III's

Benjamin M. M. de Weger.

in The Quarterly Journal of Mathematics

March 1998; p ublished online March 1998 .

Journal Article. Subjects: Pure Mathematics. 0 words.

Assuming standard conjectures we show that there exist elliptic curves with Tate-Shafarevich group of order essentially as large as the square root of the conductor. We present some...

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A “Fundamental Theorem” of Biomedical Informatics

Charles P. Friedman.

in Journal of the American Medical Informatics Association

March 2009; p ublished online March 2009 .

Journal Article. Subjects: Medical Statistics and Methodology; Bioinformatics and Computational Biology; Biomathematics and Statistics. 1079 words.

Abstract

This paper proposes, in words and pictures, a “fundamental theorem” to help clarify what informatics is and what it is not. In words, the theorem...

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