Definitions from Wiktionary (Ramanujan conjecture)
▸ noun: (mathematics) A conjecture stating that the Ramanujan tau function given by the Fourier coefficients τ(n) of the cusp form Δ(z) of weight 12 Δ(z)=∑_(n>0)τ(n)qⁿ=q∏_(n>0)(1-qⁿ)²⁴=q-24q²+252q³-1472q⁴+4830q⁵-⋯, where q=e^(2πiz), satisfies |τ(p)|≤2p^(11/2), when p is a prime number.
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▸ noun: (mathematics) A conjecture stating that the Ramanujan tau function given by the Fourier coefficients τ(n) of the cusp form Δ(z) of weight 12 Δ(z)=∑_(n>0)τ(n)qⁿ=q∏_(n>0)(1-qⁿ)²⁴=q-24q²+252q³-1472q⁴+4830q⁵-⋯, where q=e^(2πiz), satisfies |τ(p)|≤2p^(11/2), when p is a prime number.
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▸ Words similar to Ramanujan conjecture
▸ Usage examples for Ramanujan conjecture
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▸ Wikipedia articles (New!)
▸ Words that often appear near Ramanujan conjecture
▸ Rhymes of Ramanujan conjecture
▸ Invented words related to Ramanujan conjecture