O‘ZBEK TİLSHUNOSLİGİDA O‘RXUN OBİDALARİNİNG O‘RGANİLİSHİ
Keywords:
O‘rxun, uyg‘ur, manixey, «Devoni lug‘atit turk», Tal’at, turkolog, turk-run.Abstract
Mazkur maqolada o‘zbek tilshunosligida o‘rxun obidalarining o‘rganilishi, Turkiyshunoslik yoki turkologiya-turkiy tilda gaplashuvchi xalqlarning tili, etnografiyasi, tarixi, og‘zaki adabiyoti va madaniyatini tadqiqot qiluvchi soha, Obidalar turkiy tilli mamlakatlardan Turkiya va Qozog‘istonda to‘liq o‘rganilishi haqida ma’lumotlar keltirilgan.
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Abdurazaqov, A., & Mirzamahmudova, N. T. (2021). Convergence of the method of straight lines for solving parabolic equations with applications of hydrodynamically unconnected formations. Ministry Of Higher And Secondary Special Education Of The Republic Of Uzbekistan National University Of Uzbekistan Uzbekistan Academy Of Sciences Vi Romanovskiy Institute Of Mathematics, 32.
Abdurazaqov, A., & Mirzamahmudova, N. T. (2021). Convergence of the method of straight lines for solving parabolic equations with applications of hydrodynamically unconnected formations. Ministry Of Higher And Secondary Special Education Of The Republic Of Uzbekistan National University Of Uzbekistan Uzbekistan Academy Of Sciences Vi Romanovskiy Institute Of Mathematics, 32.
Abdurazaqov, A., & Mirzamahmudova, N. T. (2021). Convergence of the method of straight lines for solving parabolic equations with applications of hydrodynamically unconnected formations. Ministry Of Higher And Secondary Special Education Of The Republic Of Uzbekistan National University Of Uzbekistan Uzbekistan Academy Of Sciences Vi Romanovskiy Institute Of Mathematics, 32.
Abdurazaqov, A., & Mirzamahmudova, N. T. (2021). Convergence of the method of straight lines for solving parabolic equations with applications of hydrodynamically unconnected formations. Ministry Of Higher And Secondary Special Education Of The Republic Of Uzbekistan National University Of Uzbekistan Uzbekistan Academy Of Sciences Vi Romanovskiy Institute Of Mathematics, 32.
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Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
Кодиров, К., Тўхтасинов, Т., & Зайнололобидинова, Х. (2023). 0*-АЛГЕБРА ОТНОСИТЕЛЬНО СУБАДДИТИВНЫХ МЕР. International Bulletin of Applied Science and Technology, 3(6), 456-459.
