Summary

You searched for: inst=-1867567/6075

Your search produced exactly one match

1

New Number: 24.5 |  AESZ:  |  Superseeker: -16/5 -1867567/6075  |  Hash: 2b54ac5ab682fefda99613b12639de0d  

Degree: 24

\(5^{2} \theta^4-5 x\left(87\theta^4+558\theta^3+544\theta^2+265\theta+50\right)-x^{2}\left(45889\theta^4-29468\theta^3-129151\theta^2-143110\theta-44000\right)+2^{3} x^{3}\left(101735\theta^4+270942\theta^3-280942\theta^2-787035\theta-293140\right)+2^{4} x^{4}\left(1601399\theta^4-2849378\theta^3-262002\theta^2+12518815\theta+6061138\right)-2^{6} x^{5}\left(9827313\theta^4+2164410\theta^3-19797844\theta^2+54179083\theta+32156156\right)-2^{6} x^{6}\left(52966465\theta^4-188344608\theta^3+643951099\theta^2-283177632\theta-314950220\right)+2^{9} 3 x^{7}\left(135646615\theta^4-88299386\theta^3+413911992\theta^2+196600969\theta-12314550\right)-2^{12} x^{8}\left(332578151\theta^4-269779936\theta^3+660836210\theta^2+1220680818\theta+432226161\right)-2^{15} x^{9}\left(675921878\theta^4+631152696\theta^3+2353638328\theta^2+145156704\theta-444041163\right)+2^{18} x^{10}\left(1561753522\theta^4+983996600\theta^3+5945895278\theta^2+3679826182\theta+873763143\right)-2^{21} 3 x^{11}\left(238576054\theta^4-264476512\theta^3+1114167596\theta^2+1197405184\theta+582902907\right)-2^{24} 3^{2} x^{12}\left(156460502\theta^4+627455128\theta^3+1074872410\theta^2+965803970\theta+341599833\right)+2^{27} 3^{2} x^{13}\left(277041602\theta^4+1011477448\theta^3+239351296\theta^2+2719026848\theta+1263870699\right)-2^{30} 3^{3} x^{14}\left(52637104\theta^4+188421144\theta^3+483897488\theta^2+637072542\theta+341253003\right)-2^{33} 3^{4} x^{15}\left(5747912\theta^4+56489772\theta^3+174829980\theta^2+221976882\theta+104121013\right)+2^{36} 3^{4} x^{16}\left(16918876\theta^4+134059112\theta^3+430189490\theta^2+605545594\theta+319170645\right)-2^{39} 3^{5} x^{17}\left(4210518\theta^4+37730872\theta^3+132124328\theta^2+200474784\theta+112091805\right)+2^{42} 3^{6} x^{18}\left(447390\theta^4+5190184\theta^3+21400882\theta^2+36112146\theta+21721717\right)+2^{45} 3^{7} x^{19}\left(15750\theta^4-122992\theta^3-1334612\theta^2-3091192\theta-2193809\right)-2^{48} 3^{7} x^{20}\left(30606\theta^4+212088\theta^3+405914\theta^2+179122\theta-102711\right)+2^{51} 3^{8} x^{21}\left(2926\theta^4+28968\theta^3+87104\theta^2+106360\theta+45497\right)+2^{54} 3^{9} x^{22}\left(27\theta^4-616\theta^3-3223\theta^2-5290\theta-2877\right)-2^{57} 3^{10} x^{23}\left(21\theta^4+134\theta^3+332\theta^2+377\theta+165\right)+2^{60} 3^{11} x^{24}\left((\theta+2)^4\right)\)

Maple   LaTex

Coefficients of the holomorphic solution: 1, 10, 78, 1336, 881193/40, ...
--> OEIS
Normalized instanton numbers (n0=1): -16/5, 379/10, -1867567/6075, 1930939249/288000, -783587875717/5859375, ... ; Common denominator:...

Discriminant

\((8z+1)(64z^2-8z-1)(331776z^6-165888z^5+31104z^4-3168z^3+81z^2+35z-1)(8z-1)^2(36864z^5-4608z^4-4416z^3+1256z^2-136z+5)^2(24z+1)^3\)

No data for singularities

Note:

This is operator "24.5" from ...

Show more...  or download as   plain text  |  PDF  |  Maple  |  LaTex