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单词 Ramanujan Theta Functions
释义

Ramanujan Theta Functions

Ramanujan's one-variable theta function is defined by

(1)

It is equal to the function in the Jacobi Triple Product with ,
 
 (2)

Special values include
(3)
(4)


Ramanujan's two-variable theta function is defined by

(5)

for . It is a generalization of the function
(6)

and satisfies
(7)


(8)


(9)

where are q-Series.

See also Jacobi Triple Product, q-Series, Schröter's Formula
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