Jump to ContentJump to Main Navigation

Oxford Index Browse

You are looking at 1-10 of 3,984 items for:

pure mathematicsxClear all

Refine by type

 

Refine by product

 

a-

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published 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.

Go to Oxford Reference » home page

A

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 7 words.

The number 10 in hexadecimal notation.

Go to Oxford Reference » home page

A + B = C and big III's

Benjamin M. M. de Weger.

in The Quarterly Journal of Mathematics

March 1998; published 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 concrete...

Go to Oxford Journals » abstract

abacus

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 26 words.

A counting device consisting of rods on which beads can be moved so as to represent numbers.

Go to Oxford Reference » home page

Abel, Niels Henrik (1802–29)

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 94 words.

who, at the age of 19, proved that the general equation of degree greater than 4 cannot be solved algebraically.

Go to Oxford Reference » home page

abelian group

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 38 words.

Suppose that G is a *group with the operation ○. Then G is abelian if the operation ○ is commutative;

Go to Oxford Reference » home page

ABELIAN VARIETIES

D. Huybrechts.

in Fourier-Mukai Transforms in Algebraic Geometry

April 2006; published online September 2007.

Chapter. Subjects: geometry. 18902 words.

Historically, Mukai's equivalence with the Poincare bundle on the product of an abelian variety and its dual as kernel was the fist Fourier-Mukai transform. The first section in this chapter...

Go to Oxford Scholarship Online » abstract

Abel's test

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 47 words.

A test for the convergence of an infinite series which states that if ∑a n is a convergent sequence,

Go to Oxford Reference » home page

above

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 64 words.

Greater than. The limit of a function at a from above is the limit of f(x) as

Go to Oxford Reference » home page

abscissa

Christopher Clapham and James Nicholson.

in The Concise Oxford Dictionary of Mathematics

January 2009; published online January 2009.

Reference Entry. Subjects: pure mathematics. 11 words.

The x-coordinate in a Cartesian coordinate system in the plane.

Go to Oxford Reference » home page