マーラー多項式
g 2 = − x ; {\displaystyle g_{2}=-x;}
g 3 = − x ; {\displaystyle g_{3}=-x;}
g 4 = − x + 3 x 2 ; {\displaystyle g_{4}=-x+3x^{2};}
g 5 = − x + 10 x 2 ; {\displaystyle g_{5}=-x+10x^{2};}
g 6 = − x + 25 x − 15 x 3 ; {\displaystyle g_{6}=-x+25x^{-}15x^{3};}
g 7 = − x + 56 x 2 − 105 x 3 ; {\displaystyle g_{7}=-x+56x^{2}-105x^{3};}
g 8 = − x + 119 x 2 − 490 x 3 + 105 x 4 ; {\displaystyle g_{8}=-x+119x^{2}-490x^{3}+105x^{4};}