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Toplam 27766 kayıt

The Adjacency-Pell-Hurwitz Numbers

Hıller, J., Aküzüm, Y., Deveci, Ö. (2018) "The Adjacency-Pell-Hurwitz Numbers", Integers, 18 (0) pp. 1-16   Hıller, J., Aküzüm, Y., Deveci, Ö. (2018) "The Adjacency-Pell-Hurwitz Numbers", Integers, 18 (0) pp. 1-16  
2018 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Integers

On The Arrowhead-Fibonacci Numbers

Gültekin, İ., Deveci, Ö. (2016) "On The Arrowhead-Fibonacci Numbers", Open Mathematics, 14 (0) pp. 1104-1113 [SCI Expanded]   Gültekin, İ., Deveci, Ö. (2016) "On The Arrowhead-Fibonacci Numbers", Open Mathematics, 14 (0) pp. 1104-1113 [SCI Expanded]  
2016 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Open Mathematics

The Jacobsthal-Padovan p-Sequences and Their Applications

Deveci, Ö. (2019) "The Jacobsthal-Padovan p-Sequences and Their Applications", Proceedings of The Romanian Academy Series A-Mathematics Physics Technical Sciences Information Science, 20 (3) pp. 215-223 [SCI Expanded]   Deveci, Ö. (2019) "The Jacobsthal-Padovan p-Sequences and Their Applications", Proceedings of The Romanian Academy Series A-Mathematics Physics Technical Sciences Information Science, 20 (3) pp. 215-223 [SCI Expanded]  
2019 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Proceedings of The Romanian Academy Series A-Mathematics Physics Technical Sciences Information Science

Applications of Pell Polynomials in Rings

DOI   Çifçi, D., Taşyurdu, Y., Deveci, Ö. (2018) "Applications of Pell Polynomials in Rings", Journal of Mathematics Research, 10 (3) pp. 35-41 DOI  " data-bs-content-id="YazarBilgi-19924"> Çifçi, D., Taşyurdu, Y., Deveci, Ö. (2018) "Applications of Pell Polynomials in Rings", Journal of Mathematics Research, 10 (3) pp. 35-41 DOI   Çifçi, D., Taşyurdu, Y., Deveci, Ö. (2018) "Applications of Pell Polynomials in Rings", Journal of Mathematics Research, 10 (3) pp. 35-41 DOI  
2018 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Journal of Mathematics Research

The k-nacci sequences in Q2n ×ϕ Z2m

Deveci, Ö., Karaduman, E. (2012) "The k-nacci sequences in Q2n ×ϕ Z2m", Mathematical and Computer Modelling, 55 (0) pp. 1450-1455   Deveci, Ö., Karaduman, E. (2012) "The k-nacci sequences in Q2n ×ϕ Z2m", Mathematical and Computer Modelling, 55 (0) pp. 1450-1455  
2012 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Mathematical and Computer Modelling

On the periods of some figurate numbers

  Deveci, Ö., Karaduman, E. (2011) "On the periods of some figurate numbers", Selcuk Journal of Applied Mathematics, 12 (2) pp. 71-80   " data-bs-content-id="YazarBilgi-19926"> Deveci, Ö., Karaduman, E. (2011) "On the periods of some figurate numbers", Selcuk Journal of Applied Mathematics, 12 (2) pp. 71-80    Deveci, Ö., Karaduman, E. (2011) "On the periods of some figurate numbers", Selcuk Journal of Applied Mathematics, 12 (2) pp. 71-80   
2011 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Selcuk Journal of Applied Mathematics

The periods of k-nacci sequences in centro-polyhedral groups and related groups

Deveci, Ö., Karaduman, E., Campbell, C. (2010) "The periods of k-nacci sequences in centro-polyhedral groups and related groups", Ars Combinatoria, 97 (0) pp. 193-210 [SCI Expanded]   Deveci, Ö., Karaduman, E., Campbell, C. (2010) "The periods of k-nacci sequences in centro-polyhedral groups and related groups", Ars Combinatoria, 97 (0) pp. 193-210 [SCI Expanded]  
2010 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Ars Combinatoria

The Pell-Padovan Lengths and the Jacobsthal-Padovan Lengths of the Polyhedral and Binary Polyhedral Groups

Deveci, Ö., Vargün, Y.S., Karaduman, E. (2013) "The Pell-Padovan Lengths and the Jacobsthal-Padovan Lengths of the Polyhedral and Binary Polyhedral Groups", Advances in Theoretical and Applied Mathematics, 8 (2) pp. 93-101   Deveci, Ö., Vargün, Y.S., Karaduman, E. (2013) "The Pell-Padovan Lengths and the Jacobsthal-Padovan Lengths of the Polyhedral and Binary Polyhedral Groups", Advances in Theoretical and Applied Mathematics, 8 (2) pp. 93-101  
2013 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Advances in Theoretical and Applied Mathematics

The Jacobsthal Sequences in The Groups Q_2^n , Q_2^nX_QZ_2m and Q_2^nXZ_2m

Deveci, Ö., Sağlam, G. (2013) "The Jacobsthal Sequences in The Groups Q_2^n , Q_2^nX_QZ_2m and Q_2^nXZ_2m", NEW TRENDS IN MATHEMATICAL SCIENCES, 1 (1) pp. 13-17   Deveci, Ö., Sağlam, G. (2013) "The Jacobsthal Sequences in The Groups Q_2^n , Q_2^nX_QZ_2m and Q_2^nXZ_2m", NEW TRENDS IN MATHEMATICAL SCIENCES, 1 (1) pp. 13-17  
2013 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
NEW TRENDS IN MATHEMATICAL SCIENCES

The Cyclic Groups and the Semigroups via MacWilliams andChebyshev Matrices

Deveci, Ö., Aküzüm, Y. (2014) "The Cyclic Groups and the Semigroups via MacWilliams andChebyshev Matrices", Journal of Mathematics Research, (0)   Deveci, Ö., Aküzüm, Y. (2014) "The Cyclic Groups and the Semigroups via MacWilliams andChebyshev Matrices", Journal of Mathematics Research, (0)  
2014 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Journal of Mathematics Research

The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups

Deveci, Ö., Öztürk, H. (2014) "The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups", NEW TRENDS IN MATHEMATICAL SCIENCES, 2 (2) pp. 59-63   Deveci, Ö., Öztürk, H. (2014) "The Generalized Order-k Jacobsthal Lengths of The Some Centro-Polyhedral Groups", NEW TRENDS IN MATHEMATICAL SCIENCES, 2 (2) pp. 59-63  
2014 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
NEW TRENDS IN MATHEMATICAL SCIENCES

BAZI CENTRO-POLYHEDRAL GRUPLARIN PELL UZUNLUKLARI

Deveci, Ö., Öztürk, H. (2014) "BAZI CENTRO-POLYHEDRAL GRUPLARIN PELL UZUNLUKLARI", Caucasian Journal of Science, 1 (1) pp. 81-88   Deveci, Ö., Öztürk, H. (2014) "BAZI CENTRO-POLYHEDRAL GRUPLARIN PELL UZUNLUKLARI", Caucasian Journal of Science, 1 (1) pp. 81-88  
2014 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Caucasian Journal of Science

The k-step α-generalized Pell-Padovan sequence in Finite Groups

Taş, S., Deveci, Ö., Karaduman, E. (2015) "The k-step α-generalized Pell-Padovan sequence in Finite Groups", New Trends in Mathematical Sciences, 3 (4) pp. 43-49   Taş, S., Deveci, Ö., Karaduman, E. (2015) "The k-step α-generalized Pell-Padovan sequence in Finite Groups", New Trends in Mathematical Sciences, 3 (4) pp. 43-49  
2015 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
New Trends in Mathematical Sciences

Padovan-Type Sequences via The Hurwitz Matrices

Deveci, Ö. (2016) "Padovan-Type Sequences via The Hurwitz Matrices", Karaelmas Fen ve Mühendislik Dergisi, 6 (1) pp. 1-8   Deveci, Ö. (2016) "Padovan-Type Sequences via The Hurwitz Matrices", Karaelmas Fen ve Mühendislik Dergisi, 6 (1) pp. 1-8  
2016 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Karaelmas Fen ve Mühendislik Dergisi

THE RECURRENCE SEQUENCES VIA THE ADJACENCY MATRIX OF THE DIHEDRAL GROUP

Deveci, Ö. (2016) "THE RECURRENCE SEQUENCES VIA THE ADJACENCY MATRIX OF THE DIHEDRAL GROUP", ROMAI JOURNAL, 12 (2) pp. 61-70   Deveci, Ö. (2016) "THE RECURRENCE SEQUENCES VIA THE ADJACENCY MATRIX OF THE DIHEDRAL GROUP", ROMAI JOURNAL, 12 (2) pp. 61-70  
2016 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
ROMAI JOURNAL

THE VANDERMONDE-TYPE SEQUENCES IN GROUPS

Artun, G., Deveci, Ö. (2016) "THE VANDERMONDE-TYPE SEQUENCES IN GROUPS", ROMAI JOURNAL, 12 (2) pp. 1-7   Artun, G., Deveci, Ö. (2016) "THE VANDERMONDE-TYPE SEQUENCES IN GROUPS", ROMAI JOURNAL, 12 (2) pp. 1-7  
2016 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
ROMAI JOURNAL

Some variations on Fibonacci matrix graphs

Shannon, A.G., Deveci, Ö. (2017) "Some variations on Fibonacci matrix graphs", Notes on Number Theory and Discrete Mathematics, 23 (4) pp. 85-93 [ESCI]   Shannon, A.G., Deveci, Ö. (2017) "Some variations on Fibonacci matrix graphs", Notes on Number Theory and Discrete Mathematics, 23 (4) pp. 85-93 [ESCI]  
2017 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Notes on Number Theory and Discrete Mathematics

THE COMPLEX-TYPE CYCLIC-FIBONACCI SEQUENCE AND ITS APPLICATIONS

Deveci, Ö., Erdağ, Ö., Güngöz, U. (2023) "THE COMPLEX-TYPE CYCLIC-FIBONACCI SEQUENCE AND ITS APPLICATIONS", Journal of Mahani Mathematical Research, 12 (2) pp. 235-246   Deveci, Ö., Erdağ, Ö., Güngöz, U. (2023) "THE COMPLEX-TYPE CYCLIC-FIBONACCI SEQUENCE AND ITS APPLICATIONS", Journal of Mahani Mathematical Research, 12 (2) pp. 235-246  
2023 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Journal of Mahani Mathematical Research

The Tribonacci-type balancing numbers and their applications

Hulku, S., Deveci, Ö. (2023) "The Tribonacci-type balancing numbers and their applications", Mathematica Moravica, 27 (1) pp. 23-36   Hulku, S., Deveci, Ö. (2023) "The Tribonacci-type balancing numbers and their applications", Mathematica Moravica, 27 (1) pp. 23-36  
2023 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Mathematica Moravica

THE PADOVAN P-HURWITZ NUMBERS AND THEIR PROPERTIES

Deveci, Ö., İpek, G., Doğan, T. (2019) "THE PADOVAN P-HURWITZ NUMBERS AND THEIR PROPERTIES", Jamaican Journal of Science Technology, (0)   Deveci, Ö., İpek, G., Doğan, T. (2019) "THE PADOVAN P-HURWITZ NUMBERS AND THEIR PROPERTIES", Jamaican Journal of Science Technology, (0)  
2019 Özgün Makale SCI/SSCI/AHCI ESCI Scopus
Jamaican Journal of Science Technology