Maqolalar

TO‘RTBURCHAKLI INTERVAL KOMPLEKS SONLARNING MODULINI ANIQLASH VA UNING GEOMETRIK TALQINI

Jild 4 son 32 (2025): Innovative research in the modern world: theory and practice 65-68

2025-10-09 Maqolalar Open Access

Mualliflar

  • Feruz Toxirov Navoiy davlat universiteti, p.f.f.d. (PhD)

Annotatsiya

Maqolada to‘rtburchakli interval kompleks son tushunchasi va uning modulining geometrik talqini yoritilgan. Interval kompleks sonlarning nazariy asoslari, ularning modulini aniqlash usullari hamda koordinata tekisligida geometrik ma’nosi ko‘rib chiqiladi.

Kalit soʻzlar:

Iqtiboslar

Gadetska S., Dubnitskiy V., Kushneruk Y., Khodyrev A. Performance of basic arithmetic actions with complex numbers, which are presented in interval hyperbolic form. — Advanced Information Systems, 2022, Vol. 6, No. 1, pp. 104-113.

Su Yanhong, Gong Zengtai, Qin Na. Complex interval-value intuitionistic fuzzy sets: Quaternion number representation, correlation coefficient and applications. — AIMS Mathematics, 2024, 9(8):19943-19966.

Edrees Mahmood & Gültekin Soylu. On Complex Interval Arithmetic Using Polar Form. — Gazi University Journal of Science, 2022, Vol. 35, No. 1, pp. 132-146.

Non-Linear Extension of Interval Arithmetic and Exact Resolution of Interval Equations: Pseudo-Complex Numbers. — Giovanny Fuentes, Preprints.org, 2025.

Тохиров Ф. Ж. и др. Алгоритмы вычисления определителя интервальной матрицы и о приложении их в задачах управления технологическими объектами //НАУЧНЫЕ ИССЛЕДОВАНИЯ 2023. – 2023. – С. 9-14.

Nashr qilingan

2025-10-09

Iqtibos keltirish tartibi

Toxirov , F. (2025). TO‘RTBURCHAKLI INTERVAL KOMPLEKS SONLARNING MODULINI ANIQLASH VA UNING GEOMETRIK TALQINI. Zamonaviy Dunyoda Innovatsion Tadqiqotlar, 4(32), 65-68. https://www.in-academy.uz/index.php/ZDIT/article/view/17850
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