The Generalized Binet Formula, Representation And Sums Of The Generalized Order- E Kılıç, D Taşci
Taiwanese Journal of Mathematics 10 (6), 1661-1670, 2006
133 2006 The Binet formula, sums and representations of generalized Fibonacci p-numbers E Kılıç
European Journal of combinatorics 29 (3), 701-711, 2008
106 2008 On the order-k generalized Lucas numbers D Tasci, E Kılıç
Applied mathematics and computation 155 (3), 637-641, 2004
85 * 2004 Explicit formula for the inverse of a tridiagonal matrix by backward continued fractions E Kılıç
Applied Mathematics and Computation 197 (1), 345-357, 2008
76 2008 On the generalized order-k Fibonacci and Lucas numbers E Kılıç, D Taşci
The Rocky Mountain Journal of Mathematics, 1915-1926, 2006
76 2006 Tribonacci sequences with certain indices and their sums E KILIÇ
70 2008 The generalized Pell (p, i)-numbers and their Binet formulas, combinatorial representations, sums E Kılıç
Chaos, Solitons & Fractals 40 (4), 2047-2063, 2009
60 2009 The linear algebra of the Pell matrix E Kılıç, D Tasci
Boletın de la Sociedad Matem atica Mexicana 3 (11), 2005
60 * 2005 The generalized order-k Fibonacci–Pell sequence by matrix methods E Kılıç
Journal of Computational and Applied Mathematics 209 (2), 133-145, 2007
57 2007 On the permanents of some tridiagonal matrices with applications to the Fibonacci and Lucas numbers E Kılıç, D Taşci
The Rocky Mountain Journal of Mathematics, 1953-1969, 2007
57 2007 The inverse of banded matrices E Kılıç, P Stanica
Journal of Computational and Applied Mathematics 237 (1), 126-135, 2013
55 2013 On the generalized Fibonacci and Pell sequences by Hessenberg matrices E Kılıç, D Tasci
Ars Combin 94, 161-174, 2010
55 2010 On the Fibonacci and Lucas p-numbers, their sums, families of bipartite graphs and permanents of certain matrices E Kılıç, AP Stakhov
Chaos, Solitons & Fractals 40 (5), 2210-2221, 2009
53 2009 Sums of the squares of terms of sequence {un} E Kılıç
Proceedings Mathematical Sciences 118 (1), 27-41, 2008
51 * 2008 On the generalized Lucas sequences by Hessenberg matrices E Kilic, D Tasci, P Haukkanen
Ars Combin 95, 383-395, 2010
45 2010 On families of bipartite graphs associated with sums of Fibonacci and Lucas numbers E Kılıç, D Tasci
Ars Combin 89, 31-40, 2008
42 2008 A matrix approach for general higher order linear recurrences E Kılıç, P Stanica
NAVAL POSTGRADUATE SCHOOL MONTEREY CA DEPT OF APPLIED MATHEMATICS, 2011
38 * 2011 On the usual Fibonacci and generalized order-k Pell numbers E Kilic
Ars Combinatoria 88, 33-46, 2008
36 2008 Factorizations and representations of second order linear recurrences with indices in arithmetic progressions E Kilic, P Stanica
Bol. Soc. Mat. Mex., III. Ser 15 (1), 23-35, 2009
35 2009 More on the infinite sum of reciprocal Fibonacci, Pell and higher order recurrences E Kılıç, T Arıkan
Applied Mathematics and Computation 219 (14), 7783-7788, 2013
32 2013 
Pante StanicaProfessor of Applied Mathematics, Naval Postgraduate SchoolPreverjeni e-poštni naslov na nps.edu
