07.03. Department of Mathematics

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

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

Results 141-160 of 248 (Search time: 0.001 seconds).

Issue DateTitleAuthor(s)
141Jun-2019New Asymmetric Generalizations of the Filbert and Lilbert MatricesKılıç, Emrah ; Koparal, Sibel; Ömür, Neşe
22019New Binomial Double Sums With Products of Fibonacci and Lucas NumbersKılıç, Emrah ; Taşdemir, Funda
32019New Binomial Double Sums With Products Op Fibonacci and Lucas NumbersKılıç, Emrah ; Taşdemir, Funda
42012A New Class of Quaternary Lcz Sequence SetsÖzbudak, Ferruh; Saygı, Elif; Saygı, Zülfükar 
5Apr-2020New Filbert and Lilbert Matrices With Asymmetric EntriesBozdağ, Hacer; Kılıç, Emrah ; Akkuş, İlker
62018A New General Forward Difference Operator and Some ApplicationsBolat, Yaşar; Akın, Ömer 
72019New Reciprocal Sums Involving Finite Products of Second Order RecursionsKılıç, Emrah ; Ersanlı, Didem
8Jul-2014New Sums Identities in Weighted Catalan Triangle With the Powers of Generalized Fibonacci and Lucas NumbersKılıç, Emrah ; Yalçıner, Aynur
92021A New Type of Sylvester–kac Matrix and Its SpectrumKılıç, Emrah ; da Fonseca, C. M.
50Jan-2019A Nonlinear Generalization of the Filbert Matrix and Its Lucas AnalogueKılıç, Emrah ; Arıkan, Talha
512020Nonlinear Variants of the Generalized Filbert and Lilbert MatricesKılıç, Emrah ; Koparal, Sibel; Ömür, Neşe
52Aug-2019A Nonsymmetrical Matrix and Its FactorizationsArıkan, Talha; Kılıç, Emrah ; Prodinger, Helmut
53Feb-2014A Note on the Conjecture of Ramirez and SirventKılıç, Emrah ; Prodinger, Helmut
542022The Number of Diametral Paths in Fibonacci CubesSaygı, Zülfükar 
552021The Number of Short Cycles in Fibonacci CubesEgecioğlu, Ömer; Saygı, Elif; Saygı, Zülfükar 
562012Numerical Treatment of Singularly Perturbed Two-Point Boundary Value Problems by Using Differential Transformation MethodDoğan, Nurettin; Ertürk, Vedat Suat; Akın, Ömer 
57Mar-2020An Observation on the Determinant of a Sylvester-Kac Type Matrixda Fonseca, Carlos M.; Kılıç, Emrah 
582008On a Constant-Diagonals MatrixKılıç, Emrah 
592022On a Type-2 Fuzzy Approach To Solution of Second-Order Initial Value ProblemBayeg, Selami; Mert, Raziye; Akın, Omer ; Khaniyev, Tahir 
602017On Alternating Weighted Binomıal Sums With Falling FactorıalsKılıç, Emrah ; Ömür, Neşe; Koparal, Sibel