| 释义 |
Modular Function MultiplierWhen and satisfy a Modular Equation, a relationship of the form
 | (1) |
exists, and is called the multiplier. The multiplier of degree can be given by
 | (2) |
where is a Theta Function and is a complete Elliptic Integral of the First Kind.
The first few multipliers in terms of and are
In terms of the and defined for Modular Equations,
|