Numerators of constant terms of Fourier series of meromorphic modular forms E_k/Delta, where E_k is the normalized k th Eisenstein series [cf. Serre reference] and Delta is the normalized unique weight-twelve cusp form for the full modular group (the generating function of Ramanujan's tau function.)
A160971
Numerators of constant terms of Fourier series of meromorphic modular forms E_k/Delta, where E_k is the normalized k th Eisenstein series [cf. Serre reference] and Delta is the normalized unique weight-twelve cusp form for the full modular group (the generating function of Ramanujan's tau function.)
Terms
- a(0) =264a(1) =-480a(2) =504a(3) =-240a(4) =82104a(5) =0a(6) =103128a(7) =1024080a(8) =4203864a(9) =1863840a(10) =5672869224a(11) =15790320a(12) =81426730488
External references
- oeis: A160971