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)

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Type:  Article

Results 101-120 of 219 (Search time: 0.004 seconds).

Issue DateTitleAuthor(s)
1012013The inverse of banded matricesKılıç, Emrah ; Stanica, Pantelimon
102Mar-2021The Irregularity Polynomials of Fibonacci and Lucas cubesEğecioğlu, Ömer; Saygı, Elif; Saygı, Zülfükar 
1032019İslam Hukuku ve Dereceli Mantık İlişkisiYüksek, Ali; Akın, Ömer 
104Aug-2020k-Fibonacci Cubes: A Family of Subgraphs of Fibonacci CubesEğecioğlu, Ömer; Saygı, Elif; Saygı, Zülfükar 
1052010The Lehmer matrix and its recursive analogueKılıç, E. ; Stanic, P.
1062023A mathematical interpretation for outbreaks of bacterial meningitis under the effect of time-dependent transmission parametersTürkün, Can; Gölgeli, Meltem ; Atay, Fatihcan M.
1072011A mathematical model for asset pricingMerdan, Hüseyin ; Alişen, M.
1082019A Mathematical Model Of Hepatitis B Transmission In TurkeyGölgeli, Meltem 
1092011A Matrix Approach for General Higher Order Linear RecurrencesKılıç, Emrah ; Stanica, Pantelimon
1102012A Matrix Approach For Generalizing Two Curious Divisibility PropertiesKılıç, Emrah 
111Feb-2020A matrix approach to some second-order difference equations with sign-alternating coefficientsAndelic, Milica; Du, Zhibin; da Fonseca, Carlos M.; Kılıç, Emrah 
1122017The Matrix of Super Patalan Numbers and its FactorizationsKılıç, Emrah ; Prodinger, Helmut
1132009Matrix Representation Of The Second Order Recurrence {u(kn)}Kılıç, Emrah ; Ömür, Nese; Ulutaş, Yücel Türker
1142021Modelling personal cautiousness during the COVID-19 pandemic: a case study for Turkey and ItalyBulut, Hatice; Gölgeli, Meltem ; Atay, Fatihcan M.
1152009More General Identities Involving The Terms Of {W-n(a,b;p,q)}Kılıç, Emrah ; Tan, Elif
1162013More on the infinite sum of reciprocal Fibonacci, Pell and higher order recurrencesKılıç, Emrah ; Arıkan, Talha
1172021The Mostar Index of Fibonacci and Lucas CubesEgecioğlu, Ömer; Saygı, Elif; Saygı, Zülfükar 
1182010Negatively Subscripted Fibonacci And Lucas Numbers And Their Complex FactorizationsKılıç, E. ; Taşcı, Dursun
1192-Apr-2020New analogues of the Filbert and Lilbert matrices via products of two k-tuples asymmetric entriesKılıç, Emrah ; Ömür, Neşe; Koparal, Sibel
120Jun-2019New asymmetric generalizations of the Filbert and Lilbert matricesKılıç, Emrah ; Koparal, Sibel; Ömür, Neşe