Revision as of 22:57, 11 January 2022 edit A1E6 (talk \| contribs) Extended confirmed users 2,398 edits →Ramanujan's class invariants ← Previous edit		Revision as of 22:59, 11 January 2022 edit undo A1E6 (talk \| contribs) Extended confirmed users 2,398 edits m →Ramanujan's class invariants Next edit →
Line 138: Identities with the class invariants include<ref>{{Cite book \|last1=Eymard \|first1=Pierre \|last2=Lafon\| first2=Jean-Pierre \|title=Autour du nombre Pi \|language=French\|publisher=HERMANN \|year=1999 \|isbn=2705614435}} p. 240</ref> :<math>G_n=G_{1/n},\quad g_{4/n}=\frac{1}{~~g_n~~g_{4/n}},\quad g_{4n}=2^{1/4}g_nG_n.</math> These are the relations between lambda-star and Ramanujan's class invariants:

Modular lambda function: Difference between revisions