Neumann polynomial
In mathematics, the Neumann polynomials, introduced by Carl Neumann for the special case , are a sequence of polynomials in used to expand functions in term of Bessel functions. The first few polynomials are A general form for the polynomial is and they have the "generating function" where J are Bessel functions. To expand a function f in the form for , compute where and c is the distance of the nearest singularity of from .
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Neumann polynomial
In mathematics, the Neumann polynomials, introduced by Carl Neumann for the special case , are a sequence of polynomials in used to expand functions in term of Bessel functions. The first few polynomials are A general form for the polynomial is and they have the "generating function" where J are Bessel functions. To expand a function f in the form for , compute where and c is the distance of the nearest singularity of from .
has abstract
En matemàtiques, un polinomi d ...... ngularitat més propera de de .
@ca
In mathematics, the Neumann po ...... nearest singularity of from .
@en
Inom matematiken är Neumannpol ...... är där J är en Besselfunktion.
@sv
Wikipage page ID
24,064,208
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Wikipage revision ID
978,113,157
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date
September 2011
@en
reason
The referenced identity seems ...... tly support the identity here.
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subject
comment
En matemàtiques, un polinomi d ...... ngularitat més propera de de .
@ca
In mathematics, the Neumann po ...... nearest singularity of from .
@en
Inom matematiken är Neumannpol ...... är där J är en Besselfunktion.
@sv
label
Neumann polynomial
@en
Neumannpolynom
@sv
Polinomi de Neumann
@ca