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II. MEŞRUTİYET’TE ORTAYA ÇIKAN FİKİR AKIMLARININ YAYGINLAŞMASINDA GAZETE VE DERGİLERİN ROLÜ (SEBİLÜRREŞAD VE TÜRK YURDU ÖRNEĞİ)

Bingöl Üniversitesi sosyal bilimler enstitüsü dergisi, 2023-10 (26), p.139-152

AYDOĞDU, İsmail

2023

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Türkçenin Yabancı dil Olarak ÖğretimindE Cümle Piramidi Tekniğinin Yazma Eğitiminde Kullanımı

Aydoğdu, İsmail

2019

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Fq2-double cyclic codes with respect to the Hermitian inner product

Applicable algebra in engineering, communication and computing, 2024-03, Vol.35 (2), p.151-166

2024

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Codes over $\mathbb{Z}_{p}[u]/{\langle u^r \rangle}\times\mathbb{Z}_{p}[u]/{\langle u^s \rangle}

Journal of algebra combinatorics discrete structures and applications, 2019-01, Vol.6 (1), p.39-51

AYDOGDU, İsmail

2019

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On Z2Z4[ξ]-skew cyclic codes

Journal of applied mathematics & computing, 2022, Vol.68 (3), p.1613-1633

2022

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Correction to: On Z2Z4[ξ]-skew cyclic codes

Journal of applied mathematics & computing, 2022, Vol.68 (3), p.1785-1785

2022

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Are U‐Th Dates Correlated With Historical Records of Earthquakes? Constraints From Coseismic Carbonate Veins Within the North Anatolian Fault Zone

Tectonics (Washington, D.C.), 2019-07, Vol.38 (7), p.2431-2448

2019

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On the number of Z2Z4 and ZpZp2-additive cyclic codes

Applicable algebra in engineering, communication and computing, 2023, Vol.34 (1), p.81-97

2023

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Optimal binary codes derived from F2F4-additive cyclic codes

Journal of applied mathematics & computing, 2020, Vol.64 (1-2), p.71-87

2020

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On double cyclic codes over $ \ bb{Z}_2

AIMS mathematics, 2024-03, Vol.9 (5), p.11076-11091

Ismail Aydogdu

2024

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Double skew cyclic codes over Fq

Computational & applied mathematics, 2022, Vol.41 (3)

2022

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On double cyclic codes over $ \mathbb{Z}_2+u\mathbb{Z}_2

AIMS mathematics, 2024, Vol.9 (5), p.11076-11091

Aydogdu, Ismail

2024

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Correction to: On $${\mathbb {Z}}_{2}{\mathbb {Z}}_{4}[\xi ]$$-skew cyclic codes

Journal of applied mathematics & computing, 2022-06, Vol.68 (3), p.1785-1785

2022

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{\mathbb {Z}}_{2}{\mathbb {Z}}_{4}{\mathbb {Z}}_{8}$$ Z 2 Z 4 Z 8 -Cyclic codes

Journal of applied mathematics & computing, 2019-06, Vol.60 (1-2), p.327-341

2019

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{\mathbb {F}}_{q^{2}}$$-double cyclic codes with respect to the Hermitian inner product

Applicable algebra in engineering, communication and computing, 2024-03, Vol.35 (2), p.151-166

2024

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Z2Z4Z8-Cyclic codes

Journal of applied mathematics & computing, 2019-06, Vol.60 (1-2), p.327-341

2019

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On the number of $${{\mathbb {Z}}}_{2}{{\mathbb {Z}}}_{4}$$ and $${{\mathbb {Z}}}_{p}{{\mathbb {Z}}}_{p^{2}}$$-additive cyclic codes

Applicable algebra in engineering, communication and computing, 2023-01, Vol.34 (1), p.81-97

2023

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On the structure of Z2Z2[u3]-linear and cyclic codes

Finite fields and their applications, 2017-11, Vol.48, p.241-260

2017

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mathbb \mathbb [u] –Cyclic and Constacyclic Codes

IEEE transactions on information theory, 2017-08, Vol.63 (8), p.4883-4893

2017

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On ℤ2ℤ2[u]-additive codes

International journal of computer mathematics, 2015-09, Vol.92 (9), p.1806-1814

2015

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Optimal binary codes derived from $$\mathbb {F}_{2} \mathbb {F}_4$$-additive cyclic codes

Journal of applied mathematics & computing, 2020-10, Vol.64 (1-2), p.71-87

2020

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Double skew cyclic codes over $$\mathbb {F}_q

Computational & applied mathematics, 2022-04, Vol.41 (3), Article 126

2022

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On ℤ p r ℤ p s -additive codes

Linear & multilinear algebra, 2015-10, Vol.63 (10), p.2089-2102

2015

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On Z sub()pur sub()pusadditive codes

Linear & multilinear algebra, 2015-10, Vol.63 (10), p.2089-2102

2015

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On ℤprℤps-additive codes

Linear & multilinear algebra, 2015-10, Vol.63 (10), p.2089-2102

2015

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II. MEŞRUTİYET’TE ORTAYA ÇIKAN FİKİR AKIMLARININ YAYGINLAŞMASINDA GAZETE VE DERGİLERİN ROLÜ (SEBİLÜRREŞAD VE TÜRK YURDU ÖRNEĞİ)

Türkçenin Yabancı dil Olarak ÖğretimindE Cümle Piramidi Tekniğinin Yazma Eğitiminde Kullanımı

Fq2-double cyclic codes with respect to the Hermitian inner product

Codes over $\mathbb{Z}_{p}[u]/{\langle u^r \rangle}\times\mathbb{Z}_{p}[u]/{\langle u^s \rangle}

On Z2Z4[ξ]-skew cyclic codes

Correction to: On Z2Z4[ξ]-skew cyclic codes

Are U‐Th Dates Correlated With Historical Records of Earthquakes? Constraints From Coseismic Carbonate Veins Within the North Anatolian Fault Zone

On the number of Z2Z4 and ZpZp2-additive cyclic codes

Optimal binary codes derived from F2F4-additive cyclic codes

On double cyclic codes over $ \ bb{Z}_2

Double skew cyclic codes over Fq

On double cyclic codes over $ \mathbb{Z}_2+u\mathbb{Z}_2

Correction to: On $${\mathbb {Z}}_{2}{\mathbb {Z}}_{4}[\xi ]$$-skew cyclic codes

{\mathbb {Z}}_{2}{\mathbb {Z}}_{4}{\mathbb {Z}}_{8}$$ Z 2 Z 4 Z 8 -Cyclic codes

{\mathbb {F}}_{q^{2}}$$-double cyclic codes with respect to the Hermitian inner product

Z2Z4Z8-Cyclic codes

On the number of $${{\mathbb {Z}}}_{2}{{\mathbb {Z}}}_{4}$$ and $${{\mathbb {Z}}}_{p}{{\mathbb {Z}}}_{p^{2}}$$-additive cyclic codes

On the structure of Z2Z2[u3]-linear and cyclic codes

mathbb \mathbb [u] –Cyclic and Constacyclic Codes

On ℤ2ℤ2[u]-additive codes

Optimal binary codes derived from $$\mathbb {F}_{2} \mathbb {F}_4$$-additive cyclic codes

Double skew cyclic codes over $$\mathbb {F}_q

On ℤ p r ℤ p s -additive codes

On Z sub()pur sub()pusadditive codes

On ℤprℤps-additive codes

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