This article analyzes the problem of optimizing investment flows in a self-organizing trading system. From a mathematical perspective, the apparatus of stochastic calculus, particularly Itô stochastic differential equations, is employed. The trading system is modeled as a self-organizing structure capable of adapting to external economic processes. Based on the Gronwall–Bellman equation, a mathematical model is proposed that enables the determination of the optimal trajectory for the allocation of investment resources. The obtained results are of significant importance for forecasting economic systems, optimizing resource allocation, and developing market strategies
| Mualliflar | Abdullaev , Ulmas, Jaksilikova , Xurliman, Абдуллаев , Улмас, Жаксылыкова , Хурлиман, Abdullaev , Ulmas, Jaksilikova , Xurliman |
|---|---|
| Jurnal | Илғор иқтисодиёт ва педагогик технологиялар |
| Nashr sanasi | 2026-06-08 |
| Jild | 3 |
| Son | 3 |
| Betlar | 353-360 |
| Til | O‘zbek |
| DOI | 10.60078/3060-4842-2026-vol3-iss3-pp353-360 |
DOI: 10.60078/3060-4842-2026-vol3-iss3-pp353-360 · Maqolaning asl sahifasi
investment flow, stochastic differential equations, ITO equation, self-organizing systems, Gronwall–Bellman equation, economic growth, инвестиционный поток, стохастические дифференциальные уравнения, уравнение Ито, самоорганизующиеся системы, уравнение Гронуолла–Беллмана, экономический рост, investitsiya oqimi, stoxastik differensial tenglamalar, ITO tenglamasi, o‘z-o‘zini tashkil etuvchi tizimlar, Gronwall-Bellman tenglamasi, iqtisodiy o‘sish
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