Difference between revisions 11845567 and 11848882 on trwiki

{{More footnotes|date=September 2009}}
[[matematik]]'te,'' 'Bessel polinomları''' olan bir [[orthogonal polynomials|ortogonal]] [[polinom]]'lar dizisidir.Farklı ancak yakından ilişkili tanımları vardır.Matematikçilerin tercih ettiği tanım seri(Krall & Fink, 1948)ile verilir

:<math>y_n(x)=\sum_{k=0}^n\frac{(n+k)!}{(n-k)!k!}\,\left(\frac{x}{2}\right)^k</math>

(contracted; show full) | issue = 5–6
 | pages = 345–353
 | doi = 10.1016/j.physleta.2006.05.070
 | bibcode=2006PhLA..358..345F
 | accessdate = 
 | quotes = 
 }}
*{{
cKite bookap kaynağı
 |last=Grosswald
 |first=E.
 |authorlink=Emil Grosswald
 |coauthors=
 |title=Bessel Polynomials (Lecture Notes in Mathematics)
 |year=1978
 |publisher=Springer
 |location= New York
 |isbn=0-387-09104-1
 }}
*{{cKite bookap kaynağı
 |last=Roman
 |first=S.
 |coauthors=
 |title=The Umbral Calculus (The Bessel Polynomials &sect;4.1.7)
 |year= 1984
 |publisher=Academic Press
 |location= New York
 |isbn=0-486-44139-3
 }}
*{{cite web
| url = http://www.math.ku.dk/~berg/manus/bessel.pdf
| title = Linearization coefficients of Bessel polynomials and properties of Student-t distributions
| accessdate = 2006-08-16
| author =
| last = Berg
| first = Christian
| coauthors = Vignat, C.
| date = 
| year = 2000
| month = 
| format = PDF
| work = 
| publisher = 
| pages = 
}}

== Dış bağlantılar ==
*{{MathWorld|title=Bessel Polynomial|urlname=BesselPolynomial}}
*{{SloanesRef |sequencenumber=A001498|name=Coefficients of Bessel polynomials }}

[[Category:Orthogonal polynomials]]
[[Category:Special hypergeometric functions]]