• Uluslararası Hakemli Dergilerde Yayımlanan Makaleler
• 1 ALBAYRAK HÜSEYİN, ÖLMEZ ÖZNUR, AYTAR SALİH, An alternative approach to ideal Wijsman convergence. Journal of Classical Analysis, 21(1), , 57-64. Doi: 10.7153/jca-2023-21-06, (2023), (Diğer)
• 2 ALBAYRAK HÜSEYİN, BABAARSLAN FUNDA, ÖLMEZ ÖZNUR, AYTAR SALİH, ON THE STATISTICAL CONVERGENCE OF NESTED SEQUENCES OF SETS. Problemy Analiza — Issues of Analysis , 3-14. Doi: 10.15393/j3.art.2022.11850, (2022), (ESCI: Emerging Sources Citation Index)
• 3 ÖLMEZ ÖZNUR, ALBAYRAK HÜSEYİN, AYTAR SALİH, SOME ROUGH HAUSDORFF LIMIT LAWS FOR SEQUENCES OF SETS. Facta Univarsitatis, Series: Mathematics and Informatics, 37(3), , 621-629. Doi: 10.22190/FUMI211025043O, (2022), (ESCI: Emerging Sources Citation Index)
• 4 ÖZCAN İSMAİL, AYTAR SALİH, Application of polygonal fuzzy numbers to the basic economic order quantity model. OPSEARCH , 482-493. Doi: 10.1007/s12597-021-00529-1, (2022), (ESCI: Emerging Sources Citation Index)
• 5 ALBAYRAK HÜSEYİN, ÖLMEZ ÖZNUR, AYTAR SALİH, Some Set Theoretic Operators Preserving Ideal Hausdorff Convergence. Real Analysis Exchange, 47(1), , 179-190. Doi: 10.14321/realanalexch.47.1.1618849755, (2022), (ESCI: Emerging Sources Citation Index)
• 6 ÖLMEZ ÖZNUR, GECİT AKÇAY FATMA, AYTAR SALİH, ON THE ROUGH CONVERGENCE OF A SEQUENCE OF SETS. Electronic Journal of Mathematical Analysis and Applications, 10(1), , 167-174. (2022), (Diğer)
• 7 ÖLMEZ ÖZNUR, AYTAR SALİH, On the rough Hausdorff convergence. Sigma Journal of Engineering and Natural Sciences, 39(6), , 20-27. (2021), (ESCI: Emerging Sources Citation Index)
• 8 AKBAŞ BEKİR, AYTAR SALİH, Consumer Surplus and Producer Surplus of the Linear Demand and Supply Functions using Interval-Valued Triangular Fuzzy Numbers. INTERNATIONAL JOURNAL OF APPLIED MATHEMATICS & STATISTICS, 60(3), , 40-48. (2021), (ESCI: Emerging Sources Citation Index)
• 9 GECİT AKÇAY FATMA, AYTAR SALİH, Rough semi-continuous set-valued maps. Transactions of A. Razmadze Mathematical Institute, 175(3), , 313-317. (2021), (ESCI: Emerging Sources Citation Index)
• 10 ÖLMEZ ÖZNUR, ALBAYRAK HÜSEYİN, AYTAR SALİH, ROUGH CONTINUOUS CONVERGENCE OF SEQUENCES OF SETS. Facta Universitatis, Series: Mathematics and Informatics, 36(3), , 619-626. Doi: 10.22190/FUMI210202046O, (2021), (ESCI: Emerging Sources Citation Index)
• 11 ÖZTÜRK HARUN, AYTAR SALİH, ŞENEL FATİH AHMET, An EPQ model for an imperfect production process with fuzzy cycle time and quality screening. Iranian Journal of Fuzzy Systems, 16(5), , 169-185. Doi: 10.22111/IJFS.2019.4917, (2019), (SCI-Expanded)
• 12 AYTAR SALİH, ROUGH CONVERGENCE OF A SEQUENCE OF INTERVALS OF FUZZY NUMBERS. Electronic Journal of Mathematical Analysis and Applications, 7(1), , 283-288. (2019), (Diğer)
• 13 AYTAR SALİH, ÖZCAN İSMAİL, CONSUMER AND PRODUCER SURPLUS OF THE LINEAR DEMAND AND SUPPLY FUNCTIONS BY FUZZIFYING POLYGONAL FUZZY NUMBERS AND DEFUZZIFYING GRADED MEAN. Journal of International Scientific Publications Economy Business , 240-246. (2019), (Endekste taranmıyor)
• 14 AYTAR SALİH, Rough Statistical Cluster Points. Filomat, 31(16), , 5295-5304. Doi: FIL1716295A, (2017), (SCI-Expanded)
• 15 ÖLMEZ ÖZNUR, AYTAR SALİH, The relation between rough Wijsman convergence and asymptotic cones. TURKISH JOURNAL OF MATHEMATICS , 1349-1355. Doi: 10.3906/mat-1508-10, (2016), (SCI-Expanded)
• 16 Ölmez öznur, AYTAR SALİH, A new type of convergence for a sequence of rays. Kuwait Journal of Science, 43(4), , 75-81. (2016), (SCI-Expanded)
• 17 ölmez öznur, AYTAR SALİH, ON THE ROUGH CONVERGENCE FOR A SEQUENCE OF INTERVAL NUMBERS. Far East Journal of Mathematical Sciences (FJMS), 99(12), , 1849-1858. Doi: 10.17654/MS099121849, (2016), (Alan Endeksleri)
• 18 Fatma Gecit Akçay, AYTAR SALİH, Rough convergence of a sequence of fuzzy numbers. Bulletin of Mathematical Analysis and Applications, 7(4), , 17-23. (2015), (ESCI: Emerging Sources Citation Index)
• 19 AYTAR SALİH, Order intervals in the metric space of fuzzy numbers. Iranian Journal of Fuzzy Systems, 12(5), , 139-147. (2015), (SCI-Expanded)
• 20 AYTAR SALİH, On Cauchy sequences in a fuzzy valued metric space. International Journal of Mathematics & Computation, 22(1), , 23-29. (2014), (Diğer)
• 21 Ölmez Öznur, AYTAR SALİH, On Equivalent Cone Metric Spaces. Ukrainian Mathematical Journal, 65(12), , 1898-1903. Doi: 10.1007/s11253-014-0905-z, (2014), (SCI-Expanded)
• 22 AYTAR SALİH, A neighbourhood system of fuzzy numbers and its topology. Commun. Fac. Sci. Univ. Ank.Series A1, 62(1), , 1-12. (2013), (ESCI: Emerging Sources Citation Index)
• 23 AYTAR SALİH, A characterization theorem for levelwise statistical convergence. Filomat, 25(1), , 133-143. Doi: 10.2298/FIL1101133A, (2011), (SCI-Expanded)
• 24 AYTAR Salih, Rough statistical convergence. NUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION , 291-303. Doi: 10.1080/01630560802001064, (2008), (SCI)
• 25 AYTAR SALİH, PEHLİVAN SERPİL, musa mammadov, The core of a sequence of fuzzy numbers. Fuzzy Sets and Systems, 159(24), , 3369-3379. Doi: 10.1016/j.fss.2008.03.027, (2008), (SSCI)
• 26 AYTAR SALİH, PEHLİVAN SERPİL, Statistical convergence of sequences of fuzzy numbers and sequences of cuts. International Journal of General Systems, 37(2), , 231-237. Doi: 10.1080/03081070701251075, (2008), (SCI-Expanded)
• 27 AYTAR SALİH, The Rough Limit Set and the Core of a Real Sequence. Numerical Functional Analysis and Optimization , 283-290. Doi: 10.1080/01630560802001056, (2008), (SCI-Expanded)
• 28 AYTAR SALİH, PEHLİVAN SERPİL, Levelwise statistical cluster and limit points of a sequence of fuzzy numbers. International Journal of General Systems, 37(5), , 573-584. Doi: 10.1080/03081070701607342, (2008), (SCI-Expanded)
• 29 AYTAR SALİH, PEHLİVAN SERPİL, Statistical cluster and extreme limit points of sequences of fuzzy numbers. Information Sciences, 177(16), , 3290-3296. Doi: 10.1016/j.ins.2007.02.017, (2007), (SSCI)
• 30 AYTAR SALİH, PEHLİVAN SERPİL, On I convergent sequences of real numbers. Italian Journal of Pure and Applied Math., 21(0), , 191-196. (2007), (ESCI: Emerging Sources Citation Index)
• 31 AYTAR SALİH, musa mammadov, PEHLİVAN SERPİL, Statistical limit inferior and limit superior for sequences of fuzzy numbers. FUZZY SETS AND SYSTEMS, 157(7), , 976-985. Doi: 10.1016/j.fss.2005.10.014, (2006), (SSCI)
• 32 AYTAR SALİH, PEHLİVAN SERPİL, Statistically monotonic and statistically bounded sequences of fuzzy numbers. Information Sciences, 176(6), , 734-744. Doi: 10.1016/j.ins.2005.03.015, (2006), (SSCI)
• 33 AYTAR SALİH, Statistical limit points of sequences of fuzzy numbers. Information Sciences , 129-138. Doi: 10.1016/j.ins.2003.06.003, (2004), (SSCI)
• 34 George Osipenko, AYTAR SALİH, Sergey Kobyakov, The structure matrix of dynamical systems. Differential Equations and Control Processes, 2(0), , 32-45. (2001), (Diğer)

• Uluslararası Bilimsel Toplantılarda Sunulan ve Bildiri Kitaplarında (proceedings) Basılan Bildiriler
• 1 AYTAR SALİH, A New Defuzzification Formula for Poygonal Fuzzy Numbers and its Application. THIRD WESTERN BALKAN CONFERENCE ON MATHEMATICS AND APPLICATIONS (2023). (Tam metin bildiri)
• 2 DENİZ SERAP, AYTAR SALİH, SCORE MAXIMIZATION USING TRIANGULAR FUZZY NUMBERS. 4. ISPEC INTERNATIONAL CONGRESS ON CONTEMPORARY SCIENTIFIC RESEARCH (2023). (Tam metin bildiri)
• 3 DEMİR TEMBELO TUBA, AYTAR SALİH, COST MINIMIZATION CALCULATION BY FUZZIFYING THE COST QUANTITY USING TRIANGULAR FUZZY NUMBERS. 4. ISPEC INTERNATIONAL CONGRESS ON CONTEMPORARY SCIENTIFIC RESEARCH (2023). (Tam metin bildiri)
• 4 Tembelo İsmail, AYTAR SALİH, Revenue Maximization for Polynomial Demand Function using Interval-Valued Trapezoidal Fuzzy Numbers . 6th International Conference on Mathematical Advances and Applications (ICOMAA-2023) (2023). (Tam metin bildiri)
• 5 AYTAR SALİH, A Surplus Calculation of Quadratic Demand and Supply Functions with Trapezoidal Fuzzification Method and Graded Mean Defuzzification Method. 11th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA-2022) (2022). (Tam metin bildiri)
• 6 TEMBELO İSMAİL, AYTAR SALİH, Consumer Surplus Of The Lınear Demand Functıon And Producer Surplus Of The Lınear Supply Functıon By Usıng Interval Valued Trapezoıdal Fuzzy Numbers. 12th INTERNATIONAL CONFERENCE ON ENGINEERING & NATURAL SCIENCES (2021). (Tam metin bildiri)
• 7 ÇAPIK ESER, DOYAR BAYRAM VELİ, AYTAR SALİH, Utility maximization under triangular fuzzy prices. 22nd RSEP International Economics, Finance & Business Conference Virtual/Online (2021). (Tam metin bildiri)
• 8 ÖLMEZ ÖZNUR, AYTAR SALİH, Some Necessary Conditions for Rough Wijsman Convergence. 4th International E-Conference on Mathematical Advances and Applications (2021). (Tam metin bildiri)
• 9 AKBAŞ BEKİR, AYTAR SALİH, A Surplus Application of the Interval Valued Triangular Fuzzy Numbers for the Linear Demand and Supply Functions. FIRST WESTERN BALKAN CONFERENCE ON MATHEMATICS AND APPLICATIONS (2021). (Tam metin bildiri)
• 10 ÖLMEZ ÖZNUR, AYTAR SALİH, Some Inclusion Relations for the Rough Statistical Wijsman Limit Set. FIRST WESTERN BALKAN CONFERENCE ON MATHEMATICS AND APPLICATIONS (2021). (Tam metin bildiri)
• 11 ÖLMEZ ÖZNUR, AYTAR SALİH, On the Rough Statistical Convergence of a Sequence of Sets. FIRST WESTERN BALKAN CONFERENCE ON MATHEMATICS AND APPLICATIONS (2021). (Tam metin bildiri)