In [7], the authors defined the generalized order-k Jacobsthal orbit we obtain the generalized order-k Jacobsthal lengths of the centro-polyhedral groups 〈2, − , 2〉, 〈−2, , 2〉 and 〈2, , −2〉.( ) of a finitely generated group = 〈 〉. In this study
Knox S.W. Fibonacci sequences in finite groups, The Fibonacci Quarterly, 30.2 (1992) p. 116-120.
Koken F., Bozkurt D. On the Jacobsthal numbers by matrix methods, Int. J. Contemp. Math. Sciences, 3(13) (2008) p. 605-614. [12]. Lü K., Wang J. k-step Fibonacci sequence modulo m. Util. Math., 71 (2007) p. 169-178. [13]. Tascı D. Pell Padovan numbers and polynomials. IV. Congress of The Türkic World Mathematical Society, Bakü, Azerbaycan, 2011.
Knox S.W. Fibonacci sequences in finite groups, The Fibonacci Quarterly, 30.2 (1992) p. 116-120.
Koken F., Bozkurt D. On the Jacobsthal numbers by matrix methods, Int. J. Contemp. Math. Sciences, 3(13) (2008) p. 605-614. [12]. Lü K., Wang J. k-step Fibonacci sequence modulo m. Util. Math., 71 (2007) p. 169-178. [13]. Tascı D. Pell Padovan numbers and polynomials. IV. Congress of The Türkic World Mathematical Society, Bakü, Azerbaycan, 2011.
Deveci, O., & Ozturk, H. (2014). The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups. New Trends in Mathematical Sciences, 2(2), 59-63.
AMA
Deveci O, Ozturk H. The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups. New Trends in Mathematical Sciences. August 2014;2(2):59-63.
Chicago
Deveci, Omur, and Hasan Ozturk. “The Generalized Order-K Jacobsthal Lengths of The Some Centro-Polyhedral Groups”. New Trends in Mathematical Sciences 2, no. 2 (August 2014): 59-63.
EndNote
Deveci O, Ozturk H (August 1, 2014) The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups. New Trends in Mathematical Sciences 2 2 59–63.
IEEE
O. Deveci and H. Ozturk, “The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups”, New Trends in Mathematical Sciences, vol. 2, no. 2, pp. 59–63, 2014.
ISNAD
Deveci, Omur - Ozturk, Hasan. “The Generalized Order-K Jacobsthal Lengths of The Some Centro-Polyhedral Groups”. New Trends in Mathematical Sciences 2/2 (August 2014), 59-63.
JAMA
Deveci O, Ozturk H. The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups. New Trends in Mathematical Sciences. 2014;2:59–63.
MLA
Deveci, Omur and Hasan Ozturk. “The Generalized Order-K Jacobsthal Lengths of The Some Centro-Polyhedral Groups”. New Trends in Mathematical Sciences, vol. 2, no. 2, 2014, pp. 59-63.
Vancouver
Deveci O, Ozturk H. The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups. New Trends in Mathematical Sciences. 2014;2(2):59-63.