To the Problems of Optimal Search for Stationary Objects

Nartov, B. K.; Poluyanov, A N

doi:10.25206/2310-9793-7-4-9-15

DSMM

2019

DOI: 10.25206/2310-9793-7-4-9-15

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To the Problems of Optimal Search for Stationary Objects

B. K. Nartov¹,

A N Poluyanov²

Abstract: Аннотация. Работа представляет общий подход к формализации задач поиска стационарных объектов с известными или оцениваемыми распределениями координат. Предложен метод аналитического учета возможных пересечений и самопересечений полос и трубок поиска. Формализуемые задачи исследованы на равномерную оптимальность и аддитивность управления. Обсуждаются верифицирующие предложенный метод результаты имитационного моделирования.

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Simulation of purposeful movement on the example of moving cars along the route graph

Purtov

2020

J. Phys.: Conf. Ser.

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The main topic of the article is the actual problem of organizing purposeful movement. The problems of coordinating the interests of organizers and participants of the movement, building incentives, goals, and decision-making procedures are considered. A simulation model of cars movement along the route graph has been developed. The route graph is linked to the map of Omsk. Simulation experiments were conducted. The simulation model is implemented in JavaScript. The model uses a prize function and a sample for routing. The results of simulation experiments demonstrating the influence of the sample parameters and the prize function on the time and cost of achieving the goal, the value of prizes are presented. The developed simulation program can be used to analyze purposeful movement along a directed graph in systems for various purposes.

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Simulation of purposeful movement on the example of moving cars along the route graph

Purtov

2020

J. Phys.: Conf. Ser.

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To the Problems of Optimal Search for Stationary Objects

Cited by 1 publication

References 0 publications

Simulation of purposeful movement on the example of moving cars along the route graph

Simulation of purposeful movement on the example of moving cars along the route graph

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