DAVRIY KOEFFITSIENTLI SHTURM-LIUVILL OPERATORLARINING KVADRATIK DASTASI UCHUN TESKARI SPEKTRAL MASALA

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Опубликован: Dec 11, 2023
Ключевые слова:
Kalit so‘zlar: Davriy funksiyalar sinfi, davriy masala, teskari spektral masala, Shturm-Liuvill operatorlarining kvadratik dastasi.

Основное содержимое статьи

Omonov Sherzod Shavkat o‘g‘li

Аннотация

Annotatsiya: Hozirgi kunda nochiziqli to‘lqinlar nazariyasidagi izlanishlar, jumladan, optik solitonlar telekomunikatsion texnologiyalar sohasida qo‘llanila boshladi. Bundan tashqari, fizik sistemalarga ta’sir etuvchi kuchlar faqat vaqtning ma’lum bir davri mobaynida chegaralangan bo‘ladi, shuning uchun haqiqiy modellar fazoviy o‘zgaruvchilar bo‘yicha davriy va deyarli davriy funksiyalar sinfidagi tenglamalarni o‘rganishga keltiriladi. Shu munosabat bilan davriy funksiyalar sinfida yuklangan nochiziqli modifitsirlangan Korteveg-de Friz tenglamasini o‘rganish maqsadli ilmiy tadqiqotlardan hisoblanadi. Bu paragrafda davriy koeffitsientli Shturm-Liuvill operatorlarining kvadratik dastasi uchun qo`yilgan teskari spektral masalaga oid kerakli ma’lumotlarni keltramiz

Информация о статье

Как цитировать
Omonov Sherzod Shavkat o‘g‘li. (2023). DAVRIY KOEFFITSIENTLI SHTURM-LIUVILL OPERATORLARINING KVADRATIK DASTASI UCHUN TESKARI SPEKTRAL MASALA. PEDAGOGS, 47(2), 10–13. извлечено от https://pedagogs.uz/ped/article/view/449
Выпуск
Том 47 № 2 (2023): PEDAGOGS INTERNATIONAL RESEARCH JOURNAL | PEDAGOGS.UZ | PEDAGOGS | PED | VOLUME-47 | ISSUE-2
Раздел
Статьи

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