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Table smf_samples

Siegel modular forms

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{'collection': ['Sp4Z', 'Sp4Z_j'], 'courtesy_of': 'Nils-Peter Skoruppa, 2010', 'degree': 2, 'explicit_formula': '(-674939900442340760904615393*a + 1091561087414624909305191890922)*A^6*B + (540629649334483225726729793*a - 2201325220271774700644717273097)*A^3*B^3 + (66333350888569305563658112157184*a - 78830895905626659245033351841870336)*A^5*C + (134310251107857535177885600*a + 1109764132857149791339525382175)*B^5 + (-55194280548050348220880080460800*a + 629867601295153089642641191668019200)*A^2*B^2*C + (-4569759857814810700785281750016*a - 149274038861031155325835198313558016)*A^3*B*D + (1430911693537990411767647094964224000*a - 35348145598998777051033452109564936192000)*A*B*C^2 + (-45724069815133424903152656998400*a - 402643402679182450951045697460019200)*B^3*D + (-799404278244203031361276236713164800*a - 5980648508323849857774189131991849369600)*A^2*C*D + 488620726364660693108302644243363318988800000*C^3 + (3311893818232389909700355019925094400*a + 33552158354679201245099125742808937267200)*B*D^2', 'fdeg': 2, 'field': "NumberField(x^2 - x - 12837,'a')", 'field_poly': 'x^2 - x - 12837', 'id': 24, 'id_link': 47, 'is_eigenform': True, 'is_integral': True, 'name': '30_Klingen', 'representation': 0, 'type': 'Klingen Eisenstein series', 'weight': 30}