Deveci, Ö., Akdeniz, M., Aküzüm, Y. (2017) "THE PERIODS OF THE PELL P-ORBITS OF POLYHEDRAL AND CENTRO-POLYHEDRAL GROUPS", Jordan Journal of Mathematics and Statistics, (0) [ESCI]
Deveci, Ö. (2015) "The Pell-Padovan Sequences and The Jacobsthal-Padovan Sequences in Finite Groups", UTILITAS MATHEMATICA, 98 (0) pp. 257-270 [SCI Expanded]
Deveci, Ö., Aküzüm, Y., Karaduman, E. (2015) "The Pell-Padovan p-Sequences and Its Applications", UTILITAS MATHEMATICA, 98 (0) pp. 327-347 [SCI Expanded]
Karaduman, E., Deveci, Ö. (2009) "k-nacci Sequences in Finite Triangle Groups", Discrete Dynamics in Nature and Society, 2009 (0) pp. 1-10 [SCI Expanded] Link DOI " data-bs-content-id="YazarBilgi-19964">
Karaduman, E., Deveci, Ö. (2009) "k-nacci Sequences in Finite Triangle Groups", Discrete Dynamics in Nature and Society, 2009 (0) pp. 1-10 [SCI Expanded] Link DOI Karaduman, E., Deveci, Ö. (2009) "k-nacci Sequences in Finite Triangle Groups", Discrete Dynamics in Nature and Society, 2009 (0) pp. 1-10 [SCI Expanded] Link DOI
Deveci, Ö., Shannon, A.G. (2021) "SOME ASPECTS OF NEYMAN TRIANGLES AND DELANNOY ARRAYS", Mathematica Montisnigri, 50 (0) pp. 36-43
Deveci, Ö. (2021) "On the connections among Fibonacci, Pell, Jacobsthal and Padovan numbers", Notes on Number Theory and Discrete Mathematics, 27 (2) pp. 111-128 [ESCI]
Shannon, A.G., Erdağ, Ö., Deveci, Ö. (2021) "On the connections between Pell numbers and Fibonacci p-numbers", Notes on Number Theory and Discrete Mathematics, 27 (1) pp. 148-160 [ESCI] DOI " data-bs-content-id="YazarBilgi-19967">
Shannon, A.G., Erdağ, Ö., Deveci, Ö. (2021) "On the connections between Pell numbers and Fibonacci p-numbers", Notes on Number Theory and Discrete Mathematics, 27 (1) pp. 148-160 [ESCI] DOI Shannon, A.G., Erdağ, Ö., Deveci, Ö. (2021) "On the connections between Pell numbers and Fibonacci p-numbers", Notes on Number Theory and Discrete Mathematics, 27 (1) pp. 148-160 [ESCI] DOI
Betthauser, L., Deveci, Ö., Hiller, J. (2021) "A very general binomial matrix", Notes on Number Theory and Discrete Mathematics, 27 (1) pp. 125-133 [ESCI]
Karaduman, E., Deveci, Ö. (2021) "The Fibonacci-circulant sequences in the binary polyhedral groups", International Journal of Group Theory, 10 (3) pp. 97-101 [Scopus]
Deveci, Ö., Shannon, A.G. (2021) "Matrix manipulations for properties of Fibonacci p-numbers and their generalizations", Annals of the Alexandru Ioan Cuza University-Mathematics, 67 (1) pp. 85-95
Shannon, A.G., Deveci, Ö. (2021) "Some Properties of a Third Order Partial Recurrence Relation", Gazi University Journal of Science, 34 (4) pp. 1089-1094 [ESCI] " data-bs-content-id="YazarBilgi-19971">
Shannon, A.G., Deveci, Ö. (2021) "Some Properties of a Third Order Partial Recurrence Relation", Gazi University Journal of Science, 34 (4) pp. 1089-1094 [ESCI] Shannon, A.G., Deveci, Ö. (2021) "Some Properties of a Third Order Partial Recurrence Relation", Gazi University Journal of Science, 34 (4) pp. 1089-1094 [ESCI]
Deveci, Ö., Shannon, A.G. (2021) "The complex-type k-Fibonacci sequences and their applications", Communications in Algebra, 49 (3) pp. 1352-1367 [SCI Expanded]
Deveci, Ö., Erdağ, Ö., Yılmaz, F. (2021) "THE HADAMARD-TYPE ORDER-k JACOBSTHAL SEQUENCES", Annals of Oradea University - Mathematics Fascicola, 28 (2) pp. 33-42 Link " data-bs-content-id="YazarBilgi-19975">
Deveci, Ö., Erdağ, Ö., Yılmaz, F. (2021) "THE HADAMARD-TYPE ORDER-k JACOBSTHAL SEQUENCES", Annals of Oradea University - Mathematics Fascicola, 28 (2) pp. 33-42 Link Deveci, Ö., Erdağ, Ö., Yılmaz, F. (2021) "THE HADAMARD-TYPE ORDER-k JACOBSTHAL SEQUENCES", Annals of Oradea University - Mathematics Fascicola, 28 (2) pp. 33-42 Link
Halıcı, S., Deveci, Ö. (2021) "On Fibonacci Quaternion Matrix", Notes on Number Theory and Discrete Mathematics,, 27 (4) pp. 236-244 [ESCI] DOI " data-bs-content-id="YazarBilgi-19976">
Halıcı, S., Deveci, Ö. (2021) "On Fibonacci Quaternion Matrix", Notes on Number Theory and Discrete Mathematics,, 27 (4) pp. 236-244 [ESCI] DOI Halıcı, S., Deveci, Ö. (2021) "On Fibonacci Quaternion Matrix", Notes on Number Theory and Discrete Mathematics,, 27 (4) pp. 236-244 [ESCI] DOI
Erdağ, Ö., Deveci, Ö. (2021) "The Representation and Finite Sums of the Padovan-p Jacobsthal Numbers", Turkish Journal of Science, 6 (3) pp. 134-141 Link " data-bs-content-id="YazarBilgi-19977">
Erdağ, Ö., Deveci, Ö. (2021) "The Representation and Finite Sums of the Padovan-p Jacobsthal Numbers", Turkish Journal of Science, 6 (3) pp. 134-141 Link Erdağ, Ö., Deveci, Ö. (2021) "The Representation and Finite Sums of the Padovan-p Jacobsthal Numbers", Turkish Journal of Science, 6 (3) pp. 134-141 Link
Deveci, Ö., Erdağ, Ö. (2021) "The Period and Rank of the Complex-type Padovan-p Numbers Modulo m", Turkish Journal of Science, 6 (3) pp. 156-161 Link " data-bs-content-id="YazarBilgi-19978">
Deveci, Ö., Erdağ, Ö. (2021) "The Period and Rank of the Complex-type Padovan-p Numbers Modulo m", Turkish Journal of Science, 6 (3) pp. 156-161 Link Deveci, Ö., Erdağ, Ö. (2021) "The Period and Rank of the Complex-type Padovan-p Numbers Modulo m", Turkish Journal of Science, 6 (3) pp. 156-161 Link
Deveci, Ö., Hulku, S., Shannon, A.G. (2021) "On the Co-complex-type k-Fibonacci numbers", CHAOS SOLITONS & FRACTALS, 153 (0) p. 111522 [SCI Expanded] Link " data-bs-content-id="YazarBilgi-19979">
Deveci, Ö., Hulku, S., Shannon, A.G. (2021) "On the Co-complex-type k-Fibonacci numbers", CHAOS SOLITONS & FRACTALS, 153 (0) p. 111522 [SCI Expanded] Link Deveci, Ö., Hulku, S., Shannon, A.G. (2021) "On the Co-complex-type k-Fibonacci numbers", CHAOS SOLITONS & FRACTALS, 153 (0) p. 111522 [SCI Expanded] Link
Deveci, Ö., Adıgüzel, Z., Doğan, T. (2020) "On the Generalized Fibonacci-circulant-Hurwitz numbers", Notes on Number Theory and Discrete Mathematics, 26 (1) pp. 179-190 [ESCI] Link " data-bs-content-id="YazarBilgi-19980">
Deveci, Ö., Adıgüzel, Z., Doğan, T. (2020) "On the Generalized Fibonacci-circulant-Hurwitz numbers", Notes on Number Theory and Discrete Mathematics, 26 (1) pp. 179-190 [ESCI] Link Deveci, Ö., Adıgüzel, Z., Doğan, T. (2020) "On the Generalized Fibonacci-circulant-Hurwitz numbers", Notes on Number Theory and Discrete Mathematics, 26 (1) pp. 179-190 [ESCI] Link
