This paper proposes a new nonlinear distance-based transit fare structure, which is measured by a function of the Euclidean distance between the origin and destination stations, termed as Origin-Destination (OD)-based fare. The novel fare structure encourages passengers to freely choose the most efficient trip plan. An optimization model is formulated based on a three-party game (involving the transport authority, transit company, and passenger) to determine the optimal fare function and frequency. An artificial bee colony algorithm is adopted to solve the model. Finally, a numerical example is provided to verify the proposed method
Numerous urban planners advocate for differentiated transit pricing to improve both ridership and se...
The present study focuses on two major types of fare collection systems for public transportations, ...
AbstractAs a public service facility, the social and economic benefits of urban rail transit ticket ...
The fare planning problem for public transport is to design a sys-tem of fares that maximize the rev...
This research investigated the potential of a distance-based fare structure with a case study of the...
Sectional fares have been used in transit services in practice but are rarely examined analytically ...
AbstractThe optimization of fare systems in public transit allows to pursue objectives such as the m...
A bilevel model is presented to optimize the fare structure for transit networks with elastic demand...
In this paper we introduce the fare planning problem for public transport which consists in designin...
The travelling salesman problem in transit planning is an extremely complex and non-deterministic po...
Urban rail transit fare strategies include fare structures and fare levels. We propose a rail transi...
Limited-stop bus services are a highly efficient way to release more potential of the public transit...
The optimization of fare systems in public transit allows to pursue objectives such as the maximizat...
This paper proposes a network-based model for investigating the optimal transit fare structure under...
The present study focuses on two major types of fare collection systems for public transportations, ...
Numerous urban planners advocate for differentiated transit pricing to improve both ridership and se...
The present study focuses on two major types of fare collection systems for public transportations, ...
AbstractAs a public service facility, the social and economic benefits of urban rail transit ticket ...
The fare planning problem for public transport is to design a sys-tem of fares that maximize the rev...
This research investigated the potential of a distance-based fare structure with a case study of the...
Sectional fares have been used in transit services in practice but are rarely examined analytically ...
AbstractThe optimization of fare systems in public transit allows to pursue objectives such as the m...
A bilevel model is presented to optimize the fare structure for transit networks with elastic demand...
In this paper we introduce the fare planning problem for public transport which consists in designin...
The travelling salesman problem in transit planning is an extremely complex and non-deterministic po...
Urban rail transit fare strategies include fare structures and fare levels. We propose a rail transi...
Limited-stop bus services are a highly efficient way to release more potential of the public transit...
The optimization of fare systems in public transit allows to pursue objectives such as the maximizat...
This paper proposes a network-based model for investigating the optimal transit fare structure under...
The present study focuses on two major types of fare collection systems for public transportations, ...
Numerous urban planners advocate for differentiated transit pricing to improve both ridership and se...
The present study focuses on two major types of fare collection systems for public transportations, ...
AbstractAs a public service facility, the social and economic benefits of urban rail transit ticket ...