07.03. Department of Mathematics

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Organization name
07.03. Department of Mathematics
Director
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City
Ankara
Country
Turkey

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

Refined By:
Author:  Kılıç, E.

Results 1-20 of 138 (Search time: 0.003 seconds).

Issue DateTitleAuthor(s)
12011Alternating Sums Of The Powers Of Fibonacci And Lucas NumbersKılıç, Emrah ; Ömür, Neşe; Ulutaş, Yücel Türker
22018An analytical approach: Explicit inverses of periodic tridiagonal matricesHopkins, Tim; Kılıç, Emrah 
32022ANALYTICALLY EXPLICIT INVERSE OF A KIND OF PERIODIC TRIDIAGONAL MATRIX USING A BACKWARD CONTINUED FRACTION APPROACHHopkins, T.; Kiliç, E. 
42014Asymmetric generalizations of the Filbert matrix and variantsKılıç, Emrah ; Prodinger, Helmut
5Jan-2019A nonlinear generalization of the Filbert matrix and its Lucas analogueKılıç, Emrah ; Arıkan, Talha
62008The Binet formula, sums and representations of generalized Fibonacci p-numbersKılıç, Emrah 
72011Binomial Identities Involving The Generalized Fibonacci Type PolynomialsKılıç, Emrah ; Irmak, Nurettin
82021Binomial Sums Involving Catalan NumbersChu, Wenchang; Kılıç, Emrah 
92011Binomial Sums Whose Coeffıcients Are Products Of Terms Of Binary SequencesKılıç, Emrah ; Ömür, Neşe; Ulutaş, Yücel Türker
102010Certain binomial sums with recursive coefficientsKılıç, E. ; Ionascu, E. J.
112017A class of non-symmetric band determinants with the Gaussian q-binomialcoefficientsArıkan, Talha; Kılıç, Emrah 
122021A class of symmetric and non-symmetric band matrices via binomial coefficientsMicheal, O.; Kılıç, E. 
132017Closed Form Evaluation Of Melham's Reciprocal SumsKılıç, Emrah ; Prodinger, Helmut
142016Closed form evaluation of restricted sums containing squares of Fibonomial coefficientsKılıç, Emrah ; Prodinger, Helmut
15Jun-2016Closed form evaluation of sums containing squares of Fibonomial coefficientsKılıç, Emrah ; Prodinger, Helmut
162008A computational algorithm for special nth-order pentadiagonal Toeplitz determinantsKılıç, Emrah ; El-Mikkawy, Moawwad
172010Conics Characterizing The Generalized Fibonacci And Lucas Sequences With Indices In Arithmetic ProgressionsKılıç, Emrah ; Ömür, Neşe
182019Cubic sums of q-binomial coefficients and the Fibonomial coefficientsChu, Wenchang; Kılıç, Emrah 
19Sep-2015A curious matrix-sum identity and certain finite sums identitiesKılıç, Emrah ; Akkuş, İlker; Ömür, Neşe; Yücel, T.
202016Decompositions of the Cauchy and Ferrers-Jackson polynomialsIrmak, Nurettin; Kılıç, Emrah