Modular equations for congruence subgroups of genus zero

Author:

Cho Bumkyu

Funder

National Research Foundation of Korea

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference10 articles.

1. Cais, B., Conrad, B.: Modular curves and Ramanujan continued fraction. J. Reine Angew. Math. 597, 27–104 (2006)

2. Chen, I., Yui, N.: Singular values of Thompson series. In: Arasu, K.T., Dillon, J.F., Harada, K., Sehgal, S., Solomon, R. (eds.) Groups, Difference Sets, and the Monster (Columbus, OH, 1993), Ohio State University Mathematical Research Institute Publications, vol. 4, pp. 255–326. de Gruyter, Berlin (1996)

3. Cho, B.: Recurrence relations satisfied by the traces of singular moduli for $$\Gamma _0(N)$$ Γ 0 ( N ) (submitted for publication)

4. Cho, B., Koo, J.K., Park, Y.K.: Arithmetic of the Ramanujan–Göllnitz–Gordon continued fraction. J. Number Theory 129, 922–948 (2009)

5. Cho, B., Koo, J.K., Park, Y.K.: On Ramanujan’s cubic continued fraction as a modular function. Tohoku Math. J. 62, 579–603 (2010)

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