Summary

You searched for: inst=-784822/5

Your search produced exactly one match

1

New Number: 24.9 |  AESZ:  |  Superseeker: -28/5 -2059/5  |  Hash: df5798b125b79096c20bb76424736f4f  

Degree: 24

\(5^{2} \theta^4+5 x\left(19\theta^4-394\theta^3-422\theta^2-225\theta-45\right)-x^{2}\left(37321\theta^4-66392\theta^3-158089\theta^2-146890\theta-42015\right)+3^{2} x^{3}\left(56362\theta^4+272064\theta^3-263800\theta^2-863100\theta-344265\right)+3^{3} x^{4}\left(753758\theta^4-3721952\theta^3-1612522\theta^2+7875882\theta+3789297\right)-3^{4} x^{5}\left(8666834\theta^4+4922312\theta^3-16890032\theta^2+62390344\theta+36295089\right)+2 3^{6} x^{6}\left(729905\theta^4+30855384\theta^3-25952555\theta^2+45786327\theta+3503895\right)+3^{7} x^{7}\left(134822030\theta^4-93224048\theta^3+625210544\theta^2+316465212\theta+17277309\right)-3^{8} x^{8}\left(706556068\theta^4+1136401312\theta^3+3007159670\theta^2+4193639906\theta+1801612197\right)-3^{10} x^{9}\left(377925716\theta^4+160172796\theta^3+2877742996\theta^2+5024274\theta-495055029\right)+3^{12} x^{10}\left(2448319808\theta^4+5232688960\theta^3+15324605244\theta^2+13824742642\theta+5444471349\right)-3^{14} x^{11}\left(2193574746\theta^4+3668054544\theta^3+11367751208\theta^2+11767214572\theta+4999425971\right)-3^{16} x^{12}\left(1682795498\theta^4+11062016256\theta^3+23629355050\theta^2+26296819542\theta+11746671063\right)+3^{18} x^{13}\left(4763496210\theta^4+22286693400\theta^3+51380463088\theta^2+59266252624\theta+27350967461\right)-3^{20} x^{14}\left(3043951122\theta^4+11179411056\theta^3+23645335946\theta^2+26971875430\theta+12853203483\right)-3^{22} x^{15}\left(953791122\theta^4+11590574448\theta^3+37576565088\theta^2+50793592500\theta+25331154139\right)+3^{24} x^{16}\left(2663679451\theta^4+21556674144\theta^3+67973830382\theta^2+94609426202\theta+49302346577\right)-3^{26} x^{17}\left(1688667811\theta^4+14622262450\theta^3+50242859262\theta^2+75169980505\theta+41538667624\right)+3^{28} x^{18}\left(373177657\theta^4+4454210088\theta^3+19022887355\theta^2+32625784812\theta+19779621968\right)+2^{3} 3^{30} x^{19}\left(13128703\theta^4+20169890\theta^3-263358082\theta^2-784811675\theta-603783258\right)-2^{4} 3^{32} x^{20}\left(5205555\theta^4+36545250\theta^3+75119194\theta^2+46359749\theta-5105268\right)+2^{6} 3^{37} x^{21}\left(239743\theta^4+2547858\theta^3+7737962\theta^2+9377577\theta+3933030\right)+2^{6} 3^{37} x^{22}\left(8715\theta^4-13108\theta^3-174133\theta^2-329058\theta-187552\right)-2^{9} 3^{40} x^{23}\left(219\theta^4+1378\theta^3+3354\theta^2+3733\theta+1600\right)+2^{12} 3^{43} x^{24}\left((\theta+2)^4\right)\)

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Coefficients of the holomorphic solution: 1, 9, 15, 45, -3159, ...
--> OEIS
Normalized instanton numbers (n0=1): -28/5, 233/10, -2059/5, 70897/10, -784822/5, ... ; Common denominator:...

Discriminant

\(25+95z+251150351349762689186880z^22-1363214712593135312598528z^23+1344540538448023869960192z^24+1064201490z^6+294855779610z^7-4635714362148z^8-22316135604084z^9+1301137527083328z^10+752301752679894551931z^16-4292367004180034217819z^17-37321z^2+507258z^3+20351466z^4-702013554z^5+8537107808017624006377z^18-10491800009300874z^11-72438828302462058z^12+1845476031027846690z^13-10613601289596047922z^14-29930976054016991298z^15+21624668188835316881976z^19-154335976146858322828080z^20+6908954524801624371053376z^21\)

No data for singularities

Note:

This is operator "24.9" from ...

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