通用公式:A(x)=1+x+3*x^2+20*x^3+275*x^4+7715*x^5+442829*x^6+5013252*x^7+12463418970*x^8+6068733122286*x^9+。。。
哪里
x=x*A(-x)+x^2*A(-2*x)^2+x^3*A。。。
A(-n*x)^n中的系数数组开始于:
n=1:[1,-1,3,-20,275,-7715,442829,-52013252,…];
n=2:[1,-4,28,-368,9584,-515200,57800832,-13436089856,…];
n=3:[1,-9,108,-2133,79461,-6133806,1007579331,…];
n=4:[1,-16,288,-7680,366336,-36085760,770530588,…];
n=5:[1,-25,625,-21250,1225000,-14433750,37527343750,…];
n=6:[1,-36,1188,-49680,3343680,-453076416,137425947840,…];
n=7:[1,-49,2058,-103243,7932904,-1202725727,413455645435,…];
n=8:[1,-64,3328,-196608,16982016,-2826174464,1077462171648,…]。。。
其中反诊断和产生[1,0,0,0,0,0,0,0,0,…]。
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