DedekindEta

Available

Dedekind eta modular function

Forms

DedekindEta[τ]

Verified examplesDedekindEta[1 + 2.I] → 0.5721978275379302 + 0.15331994579963124*I Plot[Re[DedekindEta[x + 0.2I]], {x, -15, 15}] → -Graphics-DedekindEta[I] → Gamma[1/4]/(2*Pi^(3/4))

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Topics

Number Theoretic Functions - Divisors »
Q Functions - Related Functions
Special Functions - Modular Forms

Related

ModularLambda KleinInvariantJ EllipticTheta PartitionsP QPochhammer DivisorSigma DivisorSum Divisors InverseEllipticNomeQ

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