Concepts inAn O(n3) algorithm for the Frobenius normal form
N
N is the fourteenth letter in the ISO basic Latin alphabet.
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Bracket
Brackets are tall punctuation marks used in matched pairs within text, to set apart or interject other text. Used unqualified, brackets refer to different types of brackets in different parts of the world and in different contexts.
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Italic type
In typography, italic type is a cursive typeface based on a stylized form of calligraphic handwriting. Owing to the influence from calligraphy, such typefaces often slant slightly to the right. Different glyph shapes from roman type are also usually usedÂ¿another influence from calligraphy. True italics are therefore distinct from oblique type, in which the font is merely distorted into a slanted orientation.
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Alternating group
In mathematics, an alternating group is the group of even permutations of a finite set. The alternating group on the set {1,... ,n} is called the alternating group of degree n, or the alternating group on n letters and denoted by An or Alt(n).
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Frobenius normal form
In linear algebra, the Frobenius normal form, Turner binormal projective form or rational canonical form of a square matrix A is a canonical form for matrices that reflects the structure of the minimal polynomial of A and provides a means of detecting whether another matrix B is similar to A without extending the base field F.
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