A343445 - cp's OEIS frontend

A343445 Coefficients of the series S(p, q) for which (-sqrt(p))S converges to the largest real root of x^3 - px + q for 0 < p and 0 < q < 2*(p/3)^(3/2).

n	a(n)
0	-1
1	1
2	3
3	24
4	315
5	5760
6	135135
7	3870720
8	130945815
9	5109350400
10	225881530875
11	11158821273600
12	609202488769875
13	36422392637030400
14	2366751668870964375
15	166086110424858624000
16	12517749576658530579375
17	1008474862499741564928000
18	86485131825133787772901875

[-1, 1, 3, 24, 315, 5760, 135135, 3870720, 130945815, 5109350400, 225881530875, 11158821273600, 609202488769875, 36422392637030400, 2366751668870964375, 166086110424858624000, 12517749576658530579375, 1008474862499741564928000, 86485131825133787772901875]

cp's OEIS Frontend

A343445 Coefficients of the series S(p, q) for which (-sqrt(p))S converges to the largest real root of x^3 - px + q for 0 < p and 0 < q < 2*(p/3)^(3/2).

Table of values

List of values

cp's OEIS Frontend

A343445 Coefficients of the series S(p, q) for which (-sqrt(p))*S converges to the largest real root of x^3 - p*x + q for 0 < p and 0 < q < 2*(p/3)^(3/2).

Table of values

List of values

A343445 Coefficients of the series S(p, q) for which (-sqrt(p))S converges to the largest real root of x^3 - px + q for 0 < p and 0 < q < 2*(p/3)^(3/2).