Dynamic Models for Transport Resource Management

In modern conditions, methods of organizing transportation that allow the most rational use of available transport resources are becoming especially relevant. Taking this into account, this paper proposes models for managing urban passenger transport taking into account restrictions on existing transport capacities and passenger flow intensity. One of these models involves distributing a limited fleet of buses over a finite number of routes, while minimizing the total time lost waiting for transport services or minimizing the number of passengers whose transport service time exceeds the critical one. This article presents mathematical formulations of these problems and methods for solving them.

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Publication Details

Journal
Journal of Computer and Systems Sciences International
Published
2025-12-01
DOI
https://doi.org/10.1134/s1064230725700819
Primary Topic
Transportation Systems and Logistics
Type
article
Field-Weighted Citation Impact
0.00
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article

Dynamic Models for Transport Resource Management

O. A. Sviridova, V. I. Tsurkov, O. A. Kosorukov, A. V. Mishchenko
Journal of Computer and Systems Sciences International
Transportation Systems and Logistics
article

Dynamic Models for Transport Resource Management

O. A. Sviridova, V. I. Tsurkov, O. A. Kosorukov, A. V. Mishchenko
article en

Abstract

In modern conditions, methods of organizing transportation that allow the most rational use of available transport resources are becoming especially relevant. Taking this into account, this paper proposes models for managing urban passenger transport taking into account restrictions on existing transport capacities and passenger flow intensity. One of these models involves distributing a limited fleet of buses over a finite number of routes, while minimizing the total time lost waiting for transport services or minimizing the number of passengers whose transport service time exceeds the critical one. This article presents mathematical formulations of these problems and methods for solving them.

Journal of Computer and Systems Sciences InternationalVol. 64(6)
Plekhanov Russian University of Economics (RU), Russian Academy of Sciences (RU), Financial University (RU), The Russian Presidential Academy of National Economy and Public Administration (RU)
Openalex Percentile: Top 31%
Transportation Systems and Logistics
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