Q梅西纳-帕拉泽克多项式维基百科,自由的 encyclopedia Q梅西纳-帕拉泽克多项式定义如下:[1] QMEIXNER-POLLACZEK 2D PLOT P n ( x ; a | q ) = a − n e i n ϕ {\displaystyle P_{n}(x;a|q)=a^{-n}e^{in\phi }} a 2 ; q n ( q ; q ) n {\displaystyle {\frac {a^{2};q_{n}}{(q;q)_{n}}}} 3 Φ 2 ( q − n , a e i ( θ + 2 ϕ ) , a e − i θ ; a 2 , 0 | q ; q ) {\displaystyle _{3}\Phi _{2}(q^{-}n,ae^{i(\theta +2\phi )},ae^{-i\theta };a^{2},0|q;q)}
Q梅西纳-帕拉泽克多项式定义如下:[1] QMEIXNER-POLLACZEK 2D PLOT P n ( x ; a | q ) = a − n e i n ϕ {\displaystyle P_{n}(x;a|q)=a^{-n}e^{in\phi }} a 2 ; q n ( q ; q ) n {\displaystyle {\frac {a^{2};q_{n}}{(q;q)_{n}}}} 3 Φ 2 ( q − n , a e i ( θ + 2 ϕ ) , a e − i θ ; a 2 , 0 | q ; q ) {\displaystyle _{3}\Phi _{2}(q^{-}n,ae^{i(\theta +2\phi )},ae^{-i\theta };a^{2},0|q;q)}