Summary

You searched for: superseeker=256,1223936

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1

New Number: 16.14 |  AESZ:  |  Superseeker: 256 1223936  |  Hash: d10cd1b312c30ab12f758790dc9274ac  

Degree: 16

\(\theta^4+2^{4} x\left(56\theta^4-104\theta^3-134\theta^2-82\theta-21\right)+2^{11} x^{2}\left(35\theta^4-436\theta^3-347\theta^2-119\theta+42\right)-2^{15} x^{3}\left(1966\theta^4+60\theta^3+16732\theta^2+19722\theta+9459\right)-2^{20} x^{4}\left(3584\theta^4+27304\theta^3+185836\theta^2+233924\theta+91509\right)-2^{27} x^{5}\left(12022\theta^4+11932\theta^3+55862\theta^2+66188\theta+7683\right)+2^{31} x^{6}\left(226300\theta^4+1586208\theta^3+4219376\theta^2+5722536\theta+3385737\right)+2^{36} x^{7}\left(438788\theta^4+2589688\theta^3+6773816\theta^2+9975396\theta+6761583\right)-2^{43} x^{8}\left(422486\theta^4+4780100\theta^3+19717558\theta^2+36354718\theta+25567071\right)-2^{49} x^{9}\left(303952\theta^4+3230064\theta^3+12848329\theta^2+23301081\theta+16479450\right)+2^{53} x^{10}\left(557664\theta^4+10324416\theta^3+63062300\theta^2+159895724\theta+146177745\right)+2^{58} x^{11}\left(989920\theta^4+15846592\theta^3+90575768\theta^2+223282616\theta+202862541\right)+2^{64} x^{12}\left(483232\theta^4+6857664\theta^3+35423928\theta^2+80004312\theta+67210461\right)+2^{71} x^{13}\left(63968\theta^4+880384\theta^3+4440756\theta^2+9817108\theta+8063427\right)+2^{79} x^{14}\left(2924\theta^4+38096\theta^3+187141\theta^2+410905\theta+340155\right)+2^{82} 3 x^{15}\left(880\theta^4+11424\theta^3+55992\theta^2+122760\theta+101547\right)+2^{88} 3^{2} x^{16}\left((2\theta+7)^4\right)\)

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Coefficients of the holomorphic solution: 1, 336, 90384, 22565120, 5339450640, ...
--> OEIS
Normalized instanton numbers (n0=1): 256, -9340, 1223936, -91401864, 19822164736, ... ; Common denominator:...

Discriminant

\(\)

No data for singularities

Note:

This is operator "16.14" from ...

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