Abstract

Abstract The rapid increase of the population and the number of motor vehicles brought about the transportation problem today. It has brought the efforts of the operators to determine the headway of the vehicles during the day in order to minimize the waiting times of the passengers at the stops and increase the satisfaction of the passengers, taking into account the passenger demand. Nowadays, especially during the current pandemic period (COVID-19), passenger demand forecasting becomes much more significant, so that measures can be taken and headway planning can be made to adjust the social distance by identifying the number of passengers in advance. In this study, the significance of demand forecasting in the railway sector is considered, and the study tackles the issue in two stages: on line and station basis that make the study different from others. In the first stage of the study, passenger demand forecasting is made on line basis with statistical techniques such as regression analysis and simple average, the mean absolute percentage error values are calculated and compared. Regression analysis is conducted with SPSS Statistics 21.0 programme. In the second stage of the study, passenger demand forecasting is made with artificial neural network and machine learning (ML) algorithms technique on station basis and the error values (mean absolute error, BIAS, mean squared error, mean absolute percentage error, and root mean squared error) are compared. As a result of the study, while the best demand forecasting method is simple average on line basis, it is seen that the most successful and reliable results for demand forecasting on station basis are obtained through decision tree, which is one of the ML algorithms.

Highlights

  • Public transportation has come to the fore in developed countries in order to solve the problem of urban planning and traffic congestion and to realize efficient passenger transportation [1–4]

  • The results show that the fuzzy passenger forecasts’ predict is more accurate than autoregressive integrated moving average (ARIMA) model

  • We perform a thorough presentation of results, with clear discussion on the model structure

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Summary

Introduction

Urbanization, which started with industrialization in the world, has brought many problems with it. Public transportation has come to the fore in developed countries in order to solve the problem of urban planning and traffic congestion and to realize efficient passenger transportation [1–4]. Public transportation types are supported and encouraged to prevent transportation problems. At this point, reliable, fast, and convenient urban rail systems come to the fore for public transportation [5]. Effective management of rail systems, which provide an effective solution to the transportation problem in big cities which get crowded day by day, is of great importance in terms of operational efficiency and passenger service satisfaction [6]

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