Relation To Modular Invariants
The modular invariants and of an elliptic curve are given by the first two terms of the Eisenstein series as
and
The article on modular invariants provides expressions for these two functions in terms of theta functions.
Read more about this topic: Eisenstein Series
Famous quotes containing the words relation to and/or relation:
“It would be disingenuous, however, not to point out that some things are considered as morally certain, that is, as having sufficient certainty for application to ordinary life, even though they may be uncertain in relation to the absolute power of God.”
—René Descartes (15961650)
“The difference between objective and subjective extension is one of relation to a context solely.”
—William James (18421910)
Related Phrases
Related Words