Theo dõi
Emrah Kılıç
Emrah Kılıç
Mathematics Department, TOBB University of Economics and Technology
Email được xác minh tại etu.edu.tr
Tiêu đề
Trích dẫn bởi
Trích dẫn bởi
Năm
The Generalized Binet Formula, Representation And Sums Of The Generalized Order- Pell Numbers
E Kılıç, D Taşci
Taiwanese Journal of Mathematics 10 (6), 1661-1670, 2006
1352006
The Binet formula, sums and representations of generalized Fibonacci p-numbers
E Kılıç
European Journal of combinatorics 29 (3), 701-711, 2008
1132008
On the order-k generalized Lucas numbers
D Tasci, E Kılıç
Applied mathematics and computation 155 (3), 637-641, 2004
85*2004
On the generalized order-k Fibonacci and Lucas numbers
E Kılıç, D Taşci
The Rocky Mountain Journal of Mathematics, 1915-1926, 2006
812006
Explicit formula for the inverse of a tridiagonal matrix by backward continued fractions
E Kılıç
Applied Mathematics and Computation 197 (1), 345-357, 2008
802008
Tribonacci sequences with certain indices and their sums
E KILIÇ
742008
The inverse of banded matrices
E Kılıç, P Stanica
Journal of Computational and Applied Mathematics 237 (1), 126-135, 2013
652013
The generalized Pell (p, i)-numbers and their Binet formulas, combinatorial representations, sums
E Kılıç
Chaos, Solitons & Fractals 40 (4), 2047-2063, 2009
622009
The generalized order-k Fibonacci–Pell sequence by matrix methods
E Kılıç
Journal of Computational and Applied Mathematics 209 (2), 133-145, 2007
612007
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
602007
The linear algebra of the Pell matrix
E Kılıç, D Tasci
Boletın de la Sociedad Matem atica Mexicana 3 (11), 2005
59*2005
On the generalized Fibonacci and Pell sequences by Hessenberg matrices
E Kılıç, D Tasci
Ars Combin 94, 161-174, 2010
562010
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
562009
Sums of the squares of terms of sequence {un}
E Kılıç
Proceedings Mathematical Sciences 118 (1), 27-41, 2008
50*2008
On the generalized Lucas sequences by Hessenberg matrices
E Kiliç, D Tasci, P Haukkanen
Ars Combin 95, 383-395, 2010
432010
A matrix approach for general higher order linear recurrences
E Kılıç, P Stanica
NAVAL POSTGRADUATE SCHOOL MONTEREY CA DEPT OF APPLIED MATHEMATICS, 2011
42*2011
On families of bipartite graphs associated with sums of Fibonacci and Lucas numbers
E Kılıç, D Tasci
Ars Combin 89, 31-40, 2008
412008
On the usual Fibonacci and generalized order-k Pell numbers
E Kilic
Ars Combinatoria 88, 33-46, 2008
402008
Factorizations and representations of second order linear recurrences with indices in arithmetic progressions
E Kilic, P Stănică
382009
Some generalized Fibonomial sums related with the Gaussian q-binomial sums
E Kılıç, H Ohtsuka
Bulletin mathématique de la Société des Sciences Mathématiques de Roumanie …, 2012
352012
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