|
%I #14 Mar 08 2018 10:53:42
%S 1,0,0,0,0,-18,-10,0,0,0,135,-7380,40,0,0,-540,-135540,-56160,-80,0,
%T 1215,-336420,538380,-43920,80,-1458,-102060,-98280,-20520,-1440,697
%N Coefficient of x^(30-n) in the minimal polynomial for 2^(1/6)+3^(1/5).
%H Jonathan M. Borwein and Petr Lisonek, <a href="https://doi.org/10.1016/S0012-365X(99)00256-3">Applications of Integer Relation Algorithms</a>, Discrete Math. 217 (2000), 65-82.
%e x^30 - 18*x^25 - 10*x^24 + 135*x^20 - 7380*x^19 + 40*x^18 - 540*x^15 - 135540*x^14 - 56160*x^13 - 80*x^12 + 1215*x^10 - 336420*x^9 + 538380*x^8 - 43920*x^7 + 80*x^6 - 1458*x^5 - 102060*x^4 - 98280*x^3 - 20520*x^2 - 1440*x + 697.
%p resultant(y^6-2,(x-y)^5-3,y);
%K sign,fini,full
%O 0,6
%A _N. J. A. Sloane_.
%E Edited by _Robert Israel_, Mar 07 2018
|
