KICHIK KVADRATLAR METODIGA ALTERNATIV YANGI DIFFERENSIAL USULINI ISHLAB CHIQISH VA UNING SAMARADORLIGI

KICHIK KVADRATLAR METODIGA ALTERNATIV YANGI DIFFERENSIAL USULINI ISHLAB CHIQISH VA UNING SAMARADORLIGI

Authors

  • Sherali Ochilov
  • Obida Akramova
  • Dilnoza Raximova

DOI:

https://doi.org/10.5281/zenodo.17756930

Keywords:

korrelyatsion modellar, eng kichik kvadratlar usuli, differensial tenglamalar, eksponensial model, chiziqli model, magnit maydon induksiyasi, alternativ usul, statistik yaqinlashtirish.

Abstract

Ushbu maqolada an’anaviy eng kichik kvadratlar usuli (EKKU) jarayonlarni yagona uzluksiz funksiya
orqali ifodalashda yirik xatoliklarga olib kelishi mumkinligi asoslab beriladi. Mazkur muammoni bartaraf etish maqsadida
regressiya modellarini qurishning alternativ — differensial tenglamalarga asoslangan yondashuvi taklif etiladi. Taklif
etilgan usulda jarayon miqdor jihatdan qismlarga ajratilib, har bir oraliqda funksiyaning mos matematik modeli differensial
tenglama orqali aniqlanadi. Olingan natijalar mazkur alternativ yondashuvning aniqligi an’anaviy EKKUga nisbatan kam
emasligini, ba’zi holatlarda esa yanada barqaror natijalar berishini ko‘rsatdi.

Author Biographies

Sherali Ochilov

“Iqtisodiyot va menejment” kafedrasi dotsenti, i.f.n.

Obida Akramova

“Iqtisodiyot va menejment” kafedrasi dotsent v.b. (PhD)

Dilnoza Raximova

Buxoro davlat texnika universiteti
“Iqtisodiyot va menejment” kafedrasi dotsent v.b. (PhD)

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Published

2025-11-01

How to Cite

Ochilov , S., Akramova , O., & Raximova , D. (2025). KICHIK KVADRATLAR METODIGA ALTERNATIV YANGI DIFFERENSIAL USULINI ISHLAB CHIQISH VA UNING SAMARADORLIGI. GREEN ECONOMY AND DEVELOPMENT, 3(11). https://doi.org/10.5281/zenodo.17756930
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