Special functions
ConceptSKOS conceptSpecial function
Humbert confluent hypergeometric function
http://libmeta.ru/thesaurus/concept/specfunc_41
Definition
$\Phi _{2}(b,b^{\prime };c;w,z)=\sum_{m=0}^{\infty }\sum_{p=0}^{\infty } \frac{\left( b\right) _{m}\left( b^{\prime }\right) _{p}}{\left( c _{m+p}}\frac{w^{m}z^{p}}{m!p!} $
Definition article
$\Phi _{2}(b,b^{\prime };c;w,z)=\sum_{m=0}^{\infty }\sum_{p=0}^{\infty } \frac{\left( b\right) _{m}\left( b^{\prime }\right) _{p}}{\left( c _{m+p}}\frac{w^{m}z^{p}}{m!p!} $
Данные
| notation | specfunc_41 |
topic
MSC
UDC
formula
encyclopedia entry
thesaurus
Входящие связи
← related match · 3
← concept in other thesaurus · 3