07.03. Department of Mathematics

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

OrgUnit's Researchers publications
(Dept/Workgroup Publication)

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Results 61-80 of 219 (Search time: 0.003 seconds).

Issue DateTitleAuthor(s)
612023Fibonomial and Lucanomial sums through well-poised q-seriesChu, W.; Kılıç, Emrah 
622011A formula for the generating functions of powers of Horadam's sequence with two additional parametersKılıç, Emrah ; Ulutaş, Yücel Türker; Ömür, Neşe
63Apr-2018Formulae for two weighted binomial identities with the falling factorialsKılıç, Emrah ; Ömür, Neşe; Koparal, Sibel
642011Formulas for Fibonomial sums with generalized Fibonacci and Lucas coefficientsKılıç, Emrah ; Prodinger, Helmut; Akkuş, I.; Ohtsuka, H.
652008Formulas for sums of generalized order-k fibonacci type sequences by matrix methodsKılıç, Emrah 
662012Formulas For Weighted Binomial Sums Using The Powers Of Terms Of Binary RecurrencesKılıç, Emrah ; Ulutaş, Yücel Türker; Ömür, Neşe
672015Formulas for binomial sums including powers of fibonacci and lucas numbersKılıç, Emrah ; Akkuş, İlker; Ömür, Neşe; Ulutaş, Yücel Türker
68Jun-2020Formulæ for multi-parameter Gaussian q-binomial sums with applicationsKılıç, Emrah ; Prodinger, Helmut
69Jun-2015Formulæ related to the q-Dixon formula with applications to Fibonomial sumsKılıç, Emrah ; Prodinger, Helmut
70Jun-2016Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qmCoşgün, Ayhan; Saygı, Zülfükar ; Özbudak, Ferruh
712009Fuzzy approximate continuityBurgin, Mark; Duman, Oktay. 
722020Fuzzy Modelling of Covid-19 in Turkey and Some Countries in The WorldBaldemir, Harun; Akın, Agah; Akın, Ömer 
732013General Approach In Computing Sums Of Products Of Binary SequencesKılıç, E. ; Stanica, Pantelimon
74Mar-2014A generalization of a conjecture of MelhamKılıç, Emrah ; Akkuş, İlker; Prodinger, Helmut
75Nov-2014Generalized binary recurrent quasi-cyclic matricesKılıç, Emrah ; Ulutaş, Yücel; Akkuş, İlker; Ömür, Neşe
762006The generalized Binet formula, representation and sums of the generalized order-k Pell numbersKılıç, Emrah ; Taşcı, Dursun
77Dec-2016Generalized Binomial Convolution Of The Mth Powers Of The Consecutive Integers With The General Fibonacci SequenceKılıç, Emrah ; Akkuş, İlker; Ömür, Neşe; Ulutaş, Yücel Türker
782010The generalized Fibonomial matrixKılıç, Emrah 
79Sep-2016The generalized Lilbert matrixKılıç, Emrah ; Prodinger, Helmut
802008Generalized Order-k Fibonacci And Lucas FunctionsKılıç, Emrah ; Taşcı, Dursun