List of Publications

35. E. Büyükaşık, C. Lomp, H.B. Yurtsever, "Dual Kasch Rings", (submitted).

34. R. Alizade, E. Büyükaşık, "Retractable and coretractable abelian groups", (submitted).

33. Y. Alagöz, R. Alizade, E. Büyükaşık, S.Sagbas, "On purities relative to minimal right ideals", (submitted).

32. Y. Alagöz, S. Benli-Göral, E. Büyükaşık, "On simple-injective modules", Jour. Alg. Appl. (accepted).

31. Y. Alagöz, S. Benli, E. Büyükaşık, "Ring whose nonsingular modules are R-projective", Comment. Math. Univ. Carol, 62(4), 2021.

30. Y. Alagöz, E. Büyükaşık, "On max-flat and max-cotorsion modules", Appl. Alg. in Eng. Comm. Comp. 32(3), 195-215, 2021

29. E. Büyükaşık, Ö. Demir, M. Diril, "On Simple-direct modules" Comm. Algebra, 49(2), 864-876, 2021.

28. Y. Alagöz, E. Büyükaşık, "Max-projective modules", Jour. Alg. Appl. 20(6), 2021.

27. F. Altınay, E. Büyükaşık, Y. Durğun, "On the structure of modules defined by subinjectivity", Jour. Alg. Appl. 18(10), 2019.

26. E. Büyükaşık, G. Kafkas-Demirci, "On the structure of modules defined by opposites of FP-injectivity", Bull. Iranian Math. Soc., 45(3), 729-736, 2019.

25. E Büyükaşık (ed), İlker İnam (ed), "Notes from the International Autumn School on Computational Number Theory", Publisher: Birkhauser, 2019.

24. E. Büyükaşık, G. Kafkas-Demirci, "Rings and modules characterized by opposites of absolute purity", Bull. Korean Math. Soc. 56(2), 439-450, 2019.

23. R. Alizade, E. Büyükaşık, S. Lopez-Permouth, L. Yang, "Poor modules with no proper poor direct summands", Journal of Algebra, 502, 24-44, 2018.

22. E. Büyükaşık, E. Enochs, J.R. Rozas, G. Kafkas-Demirci, S. Lopez-Permouth, L. Oyonarte, "Rugged Modules: the opposite of flatness", Comm. Algebra, 46:2, pp.764-779, 2018.

21. R. Alizade, E. Büyükaşık, “Poor and pi-poor abelian groups”, Comm. Algebra, 45-1, pp.420-427, 2017.

20. E. Büyükaşık, Y. Durğun, "Neat-flat modules" Comm. Algebra, 44-1, pp. 416-428, 2016.

19. E. Büyükaşık, R. Tribak, "Rad-supplements in injective modules", Alg. Discrete Math. 22-2, 153-165, 2016.

18. R. Alizade, E. Büyükaşık, Y. Durğun, "Small supplements, weak supplements and proper classes", Hacet. J. Math. Stat. 45-3, 649-661, 2016.

17. E. Büyükaşık, Y. Durğun, "Absolutely s-pure modules and neat-flat modules" Comm. Algebra, 43-2, pp. 384-399, 2015.

16. R. Alizade, E. Büyükaşık, N. Er, " Rings and modules characterized by opposites of injectivity"Journal of Algebra 409, pp. 182-198, 2014.

15. E. Büyükaşık, Y. Durğun, "Coneat submodules and coneat-flat modules" Jour. Korean Math. Soc. 51-6, pp. 1305-1319, 2014.

14. E. Büyükaşık, R. Tribak, "On w-local modules and Rad-supplemented modules" Jour. Korean Math. Soc. 51-5, pp. 971-985, 2014.

13. E. Büyükaşık, S.H. Mohamed, H. Mutlu, "On pseudo semisimple rings", Jour. Alg. Appl. 12-2, 2013.

12. E. Büyükaşık, "Rings over which flat covers of simple modules are projective", Jour. Alg. Appl. 11-3, 2012.

11. E. Büyükaşık, E. Türkmen, "Strongly radical supplemented modules", Ukr. Math. J. 63-8, 1306-1313, 2012.

10. E. Büyükaşık, "Modules whose maximal submodules have \tau-supplements", Alg. & Discrete Math. Vol.10-2, pp. 1-9, 2010.

9. E. Büyükaşık, E. Mermut, S. Özdemir, “Rad-supplemented modules”, Rend. Semin. Mat. Univ. Padova 157–177Vol.124, pp. 157-177, 2010.

8. E. Büyükaşık, D. Pusat Yılmaz, “Modules whose maximal submodules are supplements”,
Hacet. J. Math. Stat., Vol. 39(4), pp. 477-487, 2010.

7. E. Büyükaşık, Yılmaz Demirci, “Weakly distributive modules. Applications to supplement
submodules”, Proc. Indian Acad. Sci. (Math. Sci.) Vol. 120, No. 5, pp. 525–534, 2010

6. E. Büyükaşık, C. Lomp, “When delta-semiperfect rings are semiperfect”, Turkish J. Math., 34, 317-324, 2010.

5. E. Büyükaşık, “On Cofinitely weak supplemented modules”, AJSE., 34-1A, 159-164, 2009.

4. E. Büyükaşık, C. Lomp, “Rings whose modules are weakly supplemented are perfect.
Application to certain ring extensions”, Math. Scand., 105-1, 25-30, 2009.

3. R. Alizade, E. Büyükaşık, “Extensions of weakly supplemented modules”, Math. Scand., 103-2, 161-168, 2008.

2. E. Büyükaşık, C. Lomp, “On a recent generalization of semiperfect rings”, Bull. Aust. Math. Soc., 78-2, 317-325, 2008.

1. R. Alizade, E. Büyükaşık, “Cofinitely weak supplemented modules”, Comm. Algebra, 31-11, 5377-5390, 2003.