查看“︁连续双q哈恩多项式”︁的源代码

'''连续双q哈恩多项式'''是一个由[[广义超几何函数]]定义的正交多项式<ref>Mesuma Atakishiyeva,Natig Atakishieyev,A NON STANDARD GENERATING FUNCTION FOR CONTINUOS DUAL Q-HAHN POLYNOMIALS,REVISTA DE MATEMATICA  2011  18(1):111-120</ref>

<math>p_n(x;a,b,c|q)=\frac{(ab,ac;q)_n}{a^n}*_3\Phi_2(q^-n,ae^{i\theta},ae^{-i\theta};ab,ac|q;q)</math>
==极限关系==
令连续双q哈恩多项式中的<math>c=0</math>，即 →[[阿拉-萨拉姆-迟哈剌多项式]]

==图集==
{|
|[[File:Continuous dual qHahn function abs complex3D Maple PLOT.gif|thumb]]
|[[File:Continuous dual qHahn function re complex3D Maple PLOT.gif|thumb]]
|[[File:Continuous dual qHahn function Im complex3D Maple PLOT.gif|thumb]]
|}
{|
|[[File:Continuous dual qHahn function RE density Maple PLOT.gif|thumb]]
|[[File:Continuous dual qHahn function Im density Maple PLOT.gif|thumb]]
|[[File:Continuous dual qHahn function ABS density Maple PLOT.gif|thumb]]
|}

==参考文献==
<references/>





[[Category:正交多项式]]
{{q超几何函数}}