Bahadir Özgür GÜLER, Murat BEŞENK, Serkan KADER

8299

On congruence equations arising from suborbital graphs

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 concerning the suborbital graphs of the normalizer and the related congruence equations. In order to prove the existence of solution of an equation over prime finite field, this paper utilizes the Fuchsian group action on the upper half plane and Farey graphs properties.

Keywords:

Normalizer, imprimitive action, suborbital graphs,

Turkish Journal of Mathematics-Cover

ISSN: 1300-0098
Yayın Aralığı: 6
Yayıncı: TÜBİTAK

Arşiv

Sayıdaki Diğer Makaleler

On the cover ideals of chordal graphs

Almost symmetric numerical semigroups with high type

Pedro A. GARCIA SANCHEZ, Ignacio OJEDA

Categorified groupoid-sets and their Burnside ring

Laiachi EL KAOUTIT, Leonardo SPINOSA

Marat AKHMET, Mehmet Onur FEN, Madina TLEUBERGENOVA, Akylbek ZHAMANSHIN

A geometric description for simple and damped harmonic oscillators

Zahide OK BAYRAKDAR, Tuna BAYRAKDAR

Hesam MAHZOON, Rahim KARGAR, Janusz SOKOL

On factorials in Perrin and Padovan sequences

Neslihan UYANIK

Longest increasing subsequences in involutions avoiding patterns of length three

Toufik MANSOUR, Gökhan YILDIRIM

Eyüp KIZIL, Yasemin ALAGÖZ