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Ozkan Engin
Ozkan Engin
Professor
PhD (2002)

Speciality: 01.01.00 (Mathematics)
Birth date: 31.03.1976
Phone: +90(505) 570-3396
E-mail:
Keywords: Fibonacci Sequences Number sequences Number sequences in groups Polynomial of the number sequences. Fibonacci sequence, Number sequences Polynomials of the number sequences Matrices related to number sequences Generating functions Binet formula

Subject:

Number Theory and Algebra Number theory, Nilpotent groups


Main publications:
  1. Engin Özkan, “3-Step Fibonacci Sequences in Nilpotent Groups”, Applied Mathematics and Computation, 144 (2003), 517-527
  2. Engin Özkan, “Truncated Lucas Sequence and Its Period”, Applied Mathematics and Computation, 232 (2014), 285-291
  3. Engin Özkan and İpek Altun, “Generalized Lucas Polynomials and Relationships Between the Fibonacci Polynomials and Lucas Polynomials”, Communications in Algebra, 47 (2019), 10-12
  4. Songul Celik, Inan Durukan and Engin Özkan, “New Recurrences on Pell Numbers, Pell-Lucas Numbers, Jacobsthal Numbers, And Jacobsthal-Lucas Numbers”, Chaos, Solitons and Fractals, 150 (2021), 111173
  5. Engin Özkan, Bahar Kuloglu and James Peter, “k-Narayana sequence self-Similarity. flip graph views of k-Narayana self-Similarity”, Chaos, Solitons and Fractals, 153:2 (2021), 111473

Publications in Math-Net.Ru

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