DEVELOPING LOGICAL THINKING SKILLS IN MATHEMATICS TEACHERS THROUGH DIGITAL TECHNOLOGIES
Main Article Content
Аннотация:
In this article, the effectiveness of developing the logical thinking skills of future mathematics teachers through digital technologies has been discussed and the results obtained through experimental trials have been revealed.
Article Details
Как цитировать:
Библиографические ссылки:
Нафасов, Г., & Мирхайдаров, М. (2022, April). ИЗУЧЕНИЕ ИНТЕГРИРОВАНИЯ БИНОМИАЛЬНЫХ ДИФФЕРЕНЦИАЛОВ С МЕТОДОМ «Т схема». In INTERNATIONAL CONFERENCES ON LEARNING AND TEACHING (Vol. 1, No. 1, pp. 205-209).
Abdurashidovich, N. G. (2021). Theoretical Basis Of Development Of Cognitive Competence Of Students Of Higher Education Institutions In The Process Of Teaching Elementary Mathematics. European Journal of Molecular and Clinical Medicine, 8(1), 789-806.
Abdullayeva, B. S., & Nafasov, G. A. (2019). Current State Of Preparation Of Future Teachers Of Mathematics In Higher Education Institutions. Bulletin of Gulistan State University, 2020(2), 12-17.
Murtazakul Dosanov, Ganisher Nafasov, & Rustam Khudoykulov. (2023). A NEW INTERPRETATION OF THE PROOF OF BINARY RELATIONS AND REFLECTIONS. International Journal of Contemporary Scientific and Technical Research, 1(1), 30–42. Retrieved from https://journal.jbnuu.uz/index.php/ijcstr/article/view/347
Jamuratov Kengash, & Nafasov Ganisher Abdurashidovich. (2023). To approximate solution to a problem of filtration theory for small values of TIME. Texas Journal of Engineering and Technology, 19, 32–37. Retrieved from https://zienjournals.com/index.php/tjet/article/view/3799
Umarov , X., Nafasov , G., & Mustafoyev , R. (2023). TAQSIMOT FUNKSIYA VA UNING XOSSALARI. Talqin Va Tadqiqotlar, 1(1). извлечено от https://talqinvatadqiqotlar.uz/index.php/tvt/article/view/169
Abdurashidovich, N. G., & Kengash, J. (2022). The Local Problem with Integral Gluing Condition for Loaded Mixed Type Equation Involving the Caputo Fractional Derivative. Texas Journal of Engineering and Technology, 14, 20-26.
Нафасов, Г. А., & Мирхайдаров, М. Х. (2022). ИЗУЧЕНИЕ ИНТЕГРИРОВАНИЯ БИНОМИАЛЬНЫХ. RESEARCH AND EDUCATION, 205.
Abdurashidovich, N. G. REQUIREMENTS FOR THE SELECTION OF CONTENT FOR HEURISTIC TASKS IN THE TEACHING OF ELEMENTARY MATHEMATICS TO FUTURE MATHEMATICS TEACHERS.
Rustam, X. (2023). MUSBAT NATURAL SONNING OXIRGI IKKITA RAQAMINI TOPISH USULI. Ustozlar uchun, 17(1), 56-58.
Xabibullo, U., Rustamjon, X., & Islom, O. (2022). GAMMA FUNKSIYANING FUNKSIONAL XOSSALARI. Yosh Tadqiqotchi Jurnali, 1(3), 74-78.
Gaymnazarov, G., Khudaykulov, R., Nuraliyev, A., & Khidirova, S. (2020). ON THE APPROXIMATION OF PERIODIC FUNCTIONS OF MANY VARIABLES BY SUMS OF MARCINKIEWICZ TYPE.
Nafasov, G. ., Kalandarov, A., & Xudoyqulov, R. (2023). DEVELOPING STUDENTS’ COGNITIVE COMPETENCE THROUGH TEACHING ELEMENTARY MATHEMATICS. Евразийский журнал технологий и инноваций, 1(5 Part 2), 218–224. извлечено от https://in-academy.uz/index.php/ejti/article/view/15952
Kalandarov, A., Kalandarov, A., Kulmamatov, S., & Ashirov, S. (2022, December). Numerical modeling of the thermo-stressed state of isotropic bodies. In AIP Conference Proceedings (Vol. 2686, No. 1, p. 020010). AIP Publishing LLC.
Kalandarov, A. A., & Kalandarov, A. (2021). INCREASING THE STABILITY OF EXPLICIT FINITE-DIFFERENCE SCHEMES WHEN MODELING DYNAMIC PROBLEMS OF THERMOELASTICITY. Bulletin of Gulistan State University, 2021(2), 9-16.
Kalandarov, A. A., Abdullaev, B., & Kalandarov, A. NUMERICAL SIMULATION OF THE PROBLEM OF THERMOELASTIC PARALLELEPIPED.
Kalandarov, A. A., Kulmamatov, S., Islikov, S., Adilov, A., Kalandarov, A., & Allayarov, S. (2020). Numerical modeling of partially coupled problems of thermoelasticity. International Journal of Advanced Trends in Computer Science and Engineering, 9(3), 3095-3099.
