1. Sarfraz, N. and F. GÊrbÊz, 2021. Weak and strong boundedness for p-adic fractional hausdorff operator and its commutator. Int. J. Nonlinear Sci. Numerical Simul., 10.1515/ijnsns-2020-0290.
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2. GÊrbÊz, F., 2021. Product generalized local Morrey spaces and commutators of multi-sublinear operators generated by multilinear CalderÞn-Zygmund operators and local Campanato functions. Mathematics, Vol. 1. .
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3. GÊrbÊz, F., 2021. A note concerning marcinkiewicz integral with rough kernel. Infinite Dimensional Anal., Quantum Probab. Related Topics, Vol. 24. 10.1142/s0219025721500053.
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4. GÊrbÊz, F., S. Ding, H. Han and P. Long, 2020. Norm inequalities on variable exponent vanishing morrey type spaces for the rough singular type integral operators. Int. J. Nonlinear Sci. Numerical Simul., 22: 721-739.
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5. GÊrbÊz, F., 2020. The boundedness of a class of fractional type rough higher order commutators on vanishing generalized weighted morrey spaces. TWMS J. App. Eng. Math., 10: 97-104.
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6. GÊrbÊz, F., 2020. Some inequalities for the multilinear singular integrals with lipschitz functions on weighted morrey spaces. J. Inequalities Appl., Vol. 2020. 10.1186/s13660-020-02406-9.
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7. GÊrbÊz, F., 2020. Parabolic local campanato estimates for commutators of parabolic fractional maximal and integral operators with rough kernel. Filomat, 34: 1147-1156.
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8. GÊrbÊz, F., 2020. On the behaviors of rough multilinear fractional integral and multi-sublinear fractional maximal operators both on product Lp and weighted  Lp spaces. Int. J. Nonlinear Sci. Numerical Simul., 21: 715-726.
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9. Gurbuz, F., 2019. On the behaviors of rough fractional type sublinear operators on vanishing generalized weighted Morrey spaces. Int. J. Anal. Applic., 17: 440-447.
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10. Gurbuz, F., 2019. Multilinear BMO estimates for the commutators of multilinear fractional maximal and integral operators on the product generalized Morrey spaces. Int. J. Anal. Applic., 17: 596-619.
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11. Gurbuz, F., 2019. Generalized weighted Morrey estimates for Marcinkiewicz integrals with rough kernel associated with schrodinger operator and their commutators. Chinese Ann. Math., Series B, (In Press). .
12. GÊrbÊz, F., 2019. Generalized weighted morrey estimates for marcinkiewicz integrals with rough kernel associated with schrádinger operator and their commutators. Chin. Ann. Math., Ser. B, 41: 77-98.
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13. GÊrbÊz, F., 2019. A note for some parabolic multilinear commutators generated by a class of parabolic maximal and linear operators with rough kernel on the parabolic generalized local morrey spaces. Hacettepe J. Math. Stat., 49: 617-637.
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14. Gurbuz, F., 2018. Parabolic generalized local Morrey estimates for parabolic fractional maximal and integral operators with rough kernel. Chin. J. Contemp. Math., 39: 293-304.
15. Gurbuz, F., 2018. On the behaviors of sublinear operators with rough kernel generated by Calderon-Zygmund operators both on weighted Morrey and generalized weighted Morrey spaces. Int. J. Applied Math. Stat., 57: 33-42.
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16. Gurbuz, F., 2018. On the behaviors of a class of singular type rough higher order commutators on generalized weighted Morrey spaces. TWMS J. Applied Eng. Math., 8: 208-219.
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17. Gurbuz, F., 2018. On the behavior of a class of fractional type rough higher order commutators on generalized weighted Morrey spaces. J. Coupled Syst. Multiscale Dyn., 6: 191-198.
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18. Gurbuz, F., 2018. Multi-sublinear operators generated by multilinear fractional integral operators and local Campanato space estimates for commutators on the product generalized local Morrey spaces. Adv. Math., 47: 855-880.
19. Gurbuz, F., 2018. Marcinkiewicz integrals with rough kernel associated with Schrodinger operators and commutators on generalized vanishing local Morrey spaces. Tbilisi Math. J., 11: 133-156.
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20. Gurbuz, F., 2018. Local campanato estimates for multilinear commutator operators with rough kernel on generalized local morrey spaces. J. Coupled Syst. Multiscale Dynamics, 6: 71-79.
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21. Gurbuz, F., 2018. Generalized local Morrey spaces and multilinear commutators generated by Marcinkiewicz integrals with rough kernel associated with Schrodinger operators and local Campanato functions. J. Applied Anal. Comput., 8: 1369-1384.
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22. Gurbuz, F., 2018. Adams-Spanne type estimates for parabolic sublinear operators and their commutators with rough kernels on parabolic generalized Morrey spaces. J. Nonlinear Sci. Applic., 11: 798-811.
23. Gurbuz, F., 2018. A class of sublinear operators and their commutators by with rough kernels on vanishing generalized Morrey spaces. J. Sci. Eng. Res., 5: 86-101.
24. Gurbuz, F. and G. Guzel, 2018. A characterization for the Adams type boundedness of sublinear operators with rough kernel generated by fractional integrals and their commutators on generalized Morrey spaces. Int. J. Applied Math. Stat., 57: 72-82.
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25. Balakishiyev, A.S., E.A. Gadjieva, F. Gurbuz and A. Serbetci, 2018. Boundedness of some sublinear operators and their commutators on generalized local Morrey spaces. Complex Variables Elliptic Equat., 63: 1620-1641.
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26. Gurbuz, F., 2017. Weighted anisotropic Morrey spaces estimates for anisotropic maximal operators J. Adv. Applied Math., Vol. 2. .
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27. Gurbuz, F., 2017. Sublinear operators with rough kernel generated by fractional integrals and their commutators on generalized Morrey spaces. J. Scient. Eng. Res., 4: 144-163.
28. Gurbuz, F., 2017. Sublinear operators with rough kernel generated by Calderon-Zygmund operators and their commutators on generalized Morrey spaces. Math. Notes, 101: 429-442.
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29. Gurbuz, F., 2017. Sublinear operators with a rough kernel generated by fractional integrals and local Campanato space estimates for commutators with rough kernel on generalized local Morrey spaces. Int. J. Applied Math. Stat., 56: 52-62.
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30. Gurbuz, F., 2017. Some estimates for generalized commutators of rough fractional maximal and integral operators on generalized weighted Morrey spaces-Canad. Math. Bull., 60: 131-145.
31. Gurbuz, F., 2017. Parabolic generalized local Morrey space estimates of rough parabolic sublinear operators and commutators. Adv. Math. (China), 46: 765-792.
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32. Gurbuz, F., 2017. Adams-Spanne type estimates for the commutators of fractional type sublinear operators in generalized Morrey spaces on Heisenberg groups. J. Scient. Eng. Res., 4: 127-144.
33. Gurbuz, F., 2016. Weighted morrey and weighted fractional sobolev-morrey spaces estimates for a large class of pseudo-differential operators with smooth symbols. J. Pseudo-Differ. Operat. Applic., 7: 595-607.
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34. Gurbuz, F., 2016. Parabolic sublinear operators with rough kernel generated by parabolic calderon-zygmund operators and parabolic local campanato space estimates for their commutators on the parabolic generalized local morrey spaces. Open Math., 14: 300-323.
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35. Balakishiyev, A.S., V.S. Guliyev, F. Gurbuz and A. Serbetci, 2015. Sublinear operators with rough kernel generated by Calderon-Zygmund operators and their commutators on generalized local Morrey spaces. J. Inequal. Applic., Vol. 2015. 10.1186/s13660-015-0582-y.
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