ESTIMATING THE UNEMPLOYMENT RATE USING MATHEMATICAL MODELING
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Ushbu maqolada ishsizlik muammosining chiziqsiz matematik modeli taklif qilinadi va tahlil qilinadi.
Ushbu model uchta asosiy o’zgaruvchini hisobga oladi: ishsizlar soni, bandlar va norasmiy ishlayotgan
shaxslar. Model o’tish iqtisodiyotiga ega ba’zi davlatlarda yoki qishloq xo’jaligi sektori rivojlangan
mamlakatlarda kuzatiladigan holatni aks ettiradi. Bunday mamlakatlarda ishsizlar ishga joylashish
uchun bandlik organlariga kamdan-kam murojaat qiladilar, bu esa yashirin ishsizlik darajasining
oshishiga olib keladi. Matematik model uchun natijalar chiziqsiz differensial tenglamalar turg’unligi
nazariyasi yordamida olingan.
1. A.K.Misra, A.K.Singh. A mathematical model for unemployment// Nonlinear Anal.1, 2011,pp.128-136..
2. C.V.Nikolopoulos, D.E.Tzanetis. A model for housing allocation of a homeless population due to natural
disaster // Nonlinear Anal.4,2003,pp.561-579.
3. A.K.Misra, A.K.Singh. A Delay mathematical model for the control of unemployment // Differ Equ Dyn
Syst 21(3), 2013,pp.291-307.
4. Gulbanu Pathan, P.H.Bhathawala. A Mathematical Model for Unemployment with effect of self
employment // IOSR Journal of Mathematics (IOSR-JM), 2015,pp.37-43.
5. Law of the Republic of Uzbekistan on Employment of the Population. Article 3. Recognition as
Unemployed. https://www.lex.uz/acts/51763.
6. N.M. Jabborov, S.G. Tuychiyev, S.E. Eshdavlatova. Âëèÿíèå íåêîòîðûõ êîýôôèöèåíòîâ íà óðîâåíü
êîððóïöèè // Yosh Olimlar Axborotnomasi, 4(4), 2024, pp. 26-33.
7. Mukulskiy K. Ôîðìèðîâàíèÿ íîâîé ìîäåëè çàíÿòîñòè // Economist. 1997. No. 3. P. 47.
8. Lugiato L, Prati F, Brambilla M. The Routh-Hurwitz stability criterion. In: Nonlinear Optical Systems.
Cambridge University Press; 2015:412-412.
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