We consider the action of a permutation group on a set in the spirit of the theory of
permutation groups, and graph arising from this action in hyperbolic geometric terms. In this …

In this paper, we investigate suborbital graphs formed by the action of Γ2 which is the group
generated by the second powers of the elements of the modular group Γ on Qˆ. Firstly …

In this study, we deal with the conjecture given in [R. Keskin, Suborbital graph for the
normalizer of $\Gamma _ {0}(m) $, European Journal of Combinatorics 27 (2006) 193-206.] …

In this paper, we investigate suborbital graph for the normalizer of\varGamma _0 (N) Γ 0 (N)
in PSL (2, R) PSL (2, R), where N will be of the form 2^ 23p^ 2 2 2 3 p 2, p is prime number …

We relate the connection between the sizes of circuits in suborbital graph for the normalizer
of Γ _0 (m) Γ 0 (m) in PSL (2, RR) and the congruence equations arising from related group …

In this paper we deal with congruence equations arising from suborbital graphs of the
normalizer of $\Gamma _ {0}(m) $ in $ PSL (2,\mathbb {R}) $. We also propose a conjecture …

We investigate suborbital graphs for an imprimitive action of the Atkin-Lehner group on a
maximal subset of extended rational numbers on which a transitive action is also satisfied …

In this paper, we find the number of sides of circuits in suborbital graph for the normalizer
of0(m) in PSL (2,􀔹), where m will be of the form 2p2, p is a prime and p 1 mod 4. In …

Commercial banks in Kenya are the key players not only in the financial market but also in
spurring the economic growth that has been witnessed in the country in the recent past …

Let Γ PSL 2,, the modular group. The action of Γ on the rational projective line ℚ ℚ∪∞ has
been studied by several authors. Jones et al., 5 have shown that Γ acts transitively on ℚ and …