In this paper, the diophantine equations of the form $A_{n_{1}}A_{n_{2}}\cdots A_{n_{k}}\pm 1=B_{m}^{2}$ where $(A_{n})_{n\geq 0}$ and $(B_{m})_{m\geq 0}$ are either the Pell sequence or Pell-Lucas sequence are solved by applying the Primitive Divisor Theorem. This is another version of Brocard-Ramanujan equation.
Taşçı, D., & Sevgi, E. (2017). Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation. Turkish Journal of Mathematics and Computer Science, 7, 59-62.
AMA
Taşçı D, Sevgi E. Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation. TJMCS. Aralık 2017;7:59-62.
Chicago
Taşçı, Dursun, ve Emre Sevgi. “Pell and Pell-Lucas Numbers Associated With Brocard-Ramanujan Equation”. Turkish Journal of Mathematics and Computer Science 7, Aralık (Aralık 2017): 59-62.
EndNote
Taşçı D, Sevgi E (01 Aralık 2017) Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation. Turkish Journal of Mathematics and Computer Science 7 59–62.
IEEE
D. Taşçı ve E. Sevgi, “Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation”, TJMCS, c. 7, ss. 59–62, 2017.
ISNAD
Taşçı, Dursun - Sevgi, Emre. “Pell and Pell-Lucas Numbers Associated With Brocard-Ramanujan Equation”. Turkish Journal of Mathematics and Computer Science 7 (Aralık 2017), 59-62.
JAMA
Taşçı D, Sevgi E. Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation. TJMCS. 2017;7:59–62.
MLA
Taşçı, Dursun ve Emre Sevgi. “Pell and Pell-Lucas Numbers Associated With Brocard-Ramanujan Equation”. Turkish Journal of Mathematics and Computer Science, c. 7, 2017, ss. 59-62.
Vancouver
Taşçı D, Sevgi E. Pell and Pell-Lucas Numbers Associated with Brocard-Ramanujan Equation. TJMCS. 2017;7:59-62.