Examples of 'laurent series' in a sentence

Meaning of "laurent series"

laurent series - In mathematics, a Laurent series is a representation of a function as an infinite sum of terms
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  • A power series generalising Taylor series, in which the exponents may be positive or negative integers.

How to use "laurent series" in a sentence

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laurent series
Laurent series can not in general be multiplied.
This definition readily extends to Laurent series.
Laurent series and residue.
It is the algebraic closure of the field of Laurent series.
Laurent series and singularities.
This can also lead to interesting identities if a Laurent series is already known.
A Laurent series is thus any series of the form.
Ring of formal Laurent series.
Is a given Laurent series with complex coefficients an and a complex center c.
Complex function to Taylor and Laurent series.
A Laurent series is defined with respect to a particular point c and a path of integration γ.
See also Laurent series.
The Laurent series for a complex function about a point is given by, where.
Coefficients of Laurent series.
The Laurent series was named after and first published by Pierre Alphonse Laurent in 1843.

See also

Outside the annulus, the Laurent series diverges.
The Laurent series was namedafter and first published by Pierre Alphonse Laurent in 1843.
One may define formal differentiation for formal Laurent series in a natural way term-by-term.
Geometrically, the two Laurent series may have non-overlapping annuli of convergence.
Pole, Has a finite number of negative terms in the Laurent series.
Formal Laurent series.
So, I was doing a question on Laurent series.
A Laurent polynomial is a Laurent series in which only finitely many coefficients are non-zero.
Fourier series - the substitution formula 39 transforms a Laurent series into a Fourier series, or conversely.
We can write T (z) as a Laurent series as follows:.

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