Query:
/api/smf_samples/?_offset=0
Table smf_samples
Siegel modular forms
{'collection': ['Sp4Z', 'Sp4Z_j'], 'courtesy_of': 'Nils-Peter Skoruppa, 2010', 'degree': 2, 'explicit_formula': '(1322455821067647/4301120*a^3 - 659143923398360249787/1075280*a^2 - 4227958234793093643419558121/860224*a + 29690241307845928605931307242286853/2150560)*A^5*C + (-287955670005615/860224*a^3 + 136605026971332133275/215056*a^2 + 4656471379761441397313411805/860224*a - 6108265887734198960184532934301045/430112)*A^2*B^2*C + (510468771722553/16344256*a^3 + 1145825291012798231955/4086064*a^2 - 5508053303779071872679406491/16344256*a - 25713579577199499431935983835875261/8172128)*A^3*B*D + (-5446077903396011700/13441*a^3 - 33598294718068984216950000/13441*a^2 - 45245657754498442941942289784100/13441*a + 596634613517623963997223070152481800/13441)*A*B*C^2 + (-304253405768875/114409792*a^3 - 8822078504585440885625/28602448*a^2 - 22017428638170629271314435375/114409792*a + 208126307765782850121878572101208375/57204896)*B^3*D + (-135181980343999162980/255379*a^3 - 491351001877791464824926000/255379*a^2 + 3324345743627477169312095575028460/255379*a + 12983017672659812551093101045685942258920/255379)*A^2*C*D + 2425647711789434426414745659218329600000*C^3 + (278376768328979376000/255379*a^3 - 158739371523159710592960000/255379*a^2 - 5069462675894124231115848475152000/255379*a + 3438461015208270968362334512819112736000/255379)*B*D^2', 'fdeg': 4, 'field': "NumberField(x^4 - x^3 - 20682206675887*x^2 + 1182366456513663853*x + 45927816189452762789055234,'a')", 'field_poly': 'x^4 - x^3 - 20682206675887*x^2 + 1182366456513663853*x + 45927816189452762789055234', 'id': 20, 'id_link': 48, 'is_eigenform': True, 'is_integral': True, 'name': '30_Maass', 'representation': 0, 'type': 'Maass spezialschaar, cusp form', 'weight': 30}