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Aslam Malik, M. and Asim Zafar, M. (2011) Real Quadratic Irrational Numbers and Modular Group Action. Southeast Asian Bulletin of Mathematics, 35, 439-445.
has been cited by the following article:
TITLE: On Subsets of Q(√m) Q under the Action of Hecke Groups H(λq)
AUTHORS: M. Aslam Malik, M. Asim Zafar
KEYWORDS: Quadratic Irrationals, Hecke Groups, Legendre Symbol, G-Set
JOURNAL NAME: Applied Mathematics, Vol.5 No.8, May 15, 2014
ABSTRACT: is the disjoint union of for all , where is the set of all roots of primitive second degree equations , with reduced discriminant equal to k2m. We study the action of two Hecke groups—the full modular group and the group of linear-fractional transformations on . In particular, we investigate the action of on for finding different orbits.
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