TRANSPORT MASALASINING TADBIQI: DORIXONALARGA DORI-DARMON YETKAZIB BERISH MISOLIDA

Авторы

  • Soxobiddin Axatqulov Sh.Rashidov nomidagi Samarqand davlat universiteti
  • Rustam Tilavov Sh.Rashidov nomidagi Samarqand davlat universiteti
  • Quvondiq Sattarov Sh.Rashidov nomidagi Samarqand davlat universiteti

Ключевые слова:

Transport masalasi, Vogel, Russel approksimatsiya usuli, eng kam xarajat

Аннотация

Ushbu ishda biz transport masalasining aniq hayotiy masalaga tadbiqini ko’rib o’tamiz. Hayotiy masala sifatida Samarqand shahridagi bir nechta dorixonalarga dori-armon yetkazib beruvchi aytim bazalar qaraladi. Maqsad bazalardan dorixonalarga dori-darmon yetkazib berish narxlari, vaqti va yo’lini minimallashtirishdan iborat. Bu esa yakunda mijozlar uchun dori-darmon narxlarining pasayishiga, shahar markazida transport vositalari harakatining kamayishiga va shahar markazida transport tufayli hosil bo’ladiga havo ifloslanishni kamayishini taminlashga xissa qo’shadi.

Библиографические ссылки

Dantzig G.B. (1951): Application of the simplex method to a transportation problem, in Activity Analysis of Production and Allocation (T.C. Koopmans, ed.) Wiley, New York, pp.359-373.

Didem Cinar, Konstantinos Gakis, Panos M. Sustainable Logistics and Transportation Optimization Models and Algorithms Springer International Publishing AG 2017.

F. L. Hitchcock (1941) "The distribution of a product from several sources to numerous localities",MIT Journal of Mathematics and Physics20:224–230

Hamdy A. Taha H.”Operations Research: An Introduction“,Prentice Hall, 7 editions 5, USA,2006.

Q.Safayeva. Matematik dasturlash (darslik). Toshkent 2004.

M.To’xtasinov. Jarayonlar tadqiqoti (darslik). Toshkent 2017.

Загрузки

Опубликован

2024-10-28

Как цитировать

Axatqulov , S., Tilavov , R., & Sattarov , Q. (2024). TRANSPORT MASALASINING TADBIQI: DORIXONALARGA DORI-DARMON YETKAZIB BERISH MISOLIDA. Цифровая трансформация и искусственный интеллект, 2(5), 169–184. извлечено от https://dtai.tsue.uz/index.php/dtai/article/view/v2i523