Relevant bibliographies by topics / Riman geometriyasi

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  1. Journal articles

Academic literature on the topic 'Riman geometriyasi'

Author: Grafiati
Published: 2 June 2025
Last updated: 31 July 2025

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Journal articles on the topic "Riman geometriyasi"

1

Jo'rayev, Shukurjon Yusufjonovich, Maxbuba Axmedovna Ummatova, and Kamolaxon Mumtozbekovna Ahliddinova. "RIMAN GEOMETRIYASI VA UNING TARIXI HAQIDA." JOURNAL OF SCIENCE-INNOVATIVE RESEARCH IN UZBEKISTAN 2, no. 1 (2024): 521–29. https://doi.org/10.5281/zenodo.10573206.

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Maqolada zamonaviy matematika uning rivojlanish tarixi, matematikaning turli sohalarida taraqqiyoti, ilm-fanning universal tilini hal qilishning kuchli vositasi ekanligi, XIX asr oxiri va XX asr boshlarida turli geometriyalar, cheksiz oʻlchovli fazolar va ularning tarixi, o‘qitilishi haqida ma’lumotlar berilgan.
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2

Abdurahimova, Dildoraxon Erkinjon qizi, and Sh. Jo'rayev. "SFERIK GEOMETRIYA VA RIMANNING ELLIPTIK GEOMETRIYALARI HAQIDA TUSHUNCHA." TECHNICAL SCIENCE RESEARCH IN UZBEKISTAN 2, no. 1 (2024): 145–48. https://doi.org/10.5281/zenodo.10539217.

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Ushbu ilmiy maqola sferik geometriya va Riman elliptik geometriyalarini chuqur o'rganishga qaratilgan. Evklid bo'lmagan geometriyaning bir bo'limi bo'lgan sferik geometriya shar yuzasida o'ziga xos xususiyatlari bilan ajralib turadi. Rieman elliptik geometriyalari fizika, astronomiya va informatika kabi turli sohalarda qo'llanilishi bilan geometrik bo'shliqlarga elliptik funktsiyalarni tushunishni kengaytiradi. Maqola ushbu geometriyalarning asosiy tushunchalari, xossalari va qo'llanilishini yoritishga qaratilgan bo'lib, ularning nazariy asoslari va amaliy ta'siriga to'liq kirishni taklif qila
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3

Sherqo'ziyev, Mamadiyar, Akmal Sotvoldiyev, and Bekzod Avazov. "KOINOT GEOMETRIYASI VA KOSMOLOGIYA." Innovations in Science and Technologies 2, no. 5 (2025): 115–21. https://doi.org/10.5281/zenodo.15437971.

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Mazkur maqolada Evklid geometriyasining muhim postulatlaridan biri bo‘lgan V postulatning tarixiy muammosi, uni isbotlashga qaratilgan urinishlar hamda noevklid geometriyalar – xususan, Lobachevskiy va Riman geometriyalarining shakllanishi haqida so‘z boradi. Lobachevskiy tomonidan ilgari surilgan yangi aksioma asosida yaratilgan geometriya koinotni yangi nuqtai-nazardan tahlil qilish imkonini berdi. Shuningdek, ushbu nazariyalar zamonaviy kosmologiya fanining rivojlanishiga ham asos bo‘lgan. Maqolada keltirilgan ilmiy g‘oyalar geometriya, fizika, astronomiya va f
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4

Ergasheva Zilola, Abdivali Shamshiyev. "GEOMETRIYA VA AKSIOMATIK METODLAR." INTERNATIONAL JOURNAL OF SCIENCE AND TECHNOLOGY 2, no. 2 (2025): 41–42. https://doi.org/10.70728/zhm66r20.

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Ushbu maqolada geometriya fanida aksiomatik metodlarning o‘rni va ahamiyati tahlil qilinadi. Tadqiqot davomida Evklid, Lobachevskiy va Riman geometriyalari asosiy aksiomalari tahlil qilinib, ularning matematik tizimdagi roli o‘rganildi. Natijalar shuni ko‘rsatadiki, aksiomatik metodlar geometriya sohasida muhim nazariy asos yaratib, matematik isbotlarni qat’iy shaklda ifodalash imkonini beradi.
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5

Do'stova, S.H., and Mohiniso Shodiyeva. "TEKISLIKDA INTEGRALLANUVCHI VEKTOR MAYDONLAR SISTEMASI." January 1, 2024. https://doi.org/10.5281/zenodo.10448390.

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<em>Zamonaviy Riman geometriyasida tatqiqotning asosiy obyektlari global koordinatalar sistemasiga ega bo'lmagan silliq ko'pxilliklardir. Bunda vektor maydon tushunchasi asosiy rol o'ynaydi. Nyutondan keyin tabiatshunoslik va xususan fizika rivojlanib borgan sari hodisalarni matematik tavsiflash vositasi sifatida vektor maydonlardan tobora ko'proq foydalanilmoqda. </em>
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