1991
DOI: 10.1002/atr.5670250207
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Radial bus networks with multi‐period and many‐to‐many demand

Abstract: Mathematical models are developed for optimizing radial bus networks with time dependent demand and supply characteristics. These models can deal with many‐to‐many demand distribution in heterogeneous rather than idealized geographic environments. With some approximations, closed‐form solutions for the optimal route angle, headways for different time periods, and stop spacings for various locations are obtained for a total cost minimization objective. The relations between the decision variables and system par… Show more

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Cited by 3 publications
(1 citation statement)
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“…In the BP algorithm, we design a heuristic method to generate a good initial solution and use heuristic decisions in the label-setting algorithm to solve the pricing problem. Chang [6] developed a mathematical model for the optimization of radial bus networks with time-dependent supply and demand characteristics and obtained closed-form solutions for optimal route angles, frequency intervals at different periods, and station spacing at different locations to minimize the total cost. Due to the limited driving range and long charging time of electric buses, such models are not suitable for electric buses.…”
Section: Literature Reviewmentioning
confidence: 99%
“…In the BP algorithm, we design a heuristic method to generate a good initial solution and use heuristic decisions in the label-setting algorithm to solve the pricing problem. Chang [6] developed a mathematical model for the optimization of radial bus networks with time-dependent supply and demand characteristics and obtained closed-form solutions for optimal route angles, frequency intervals at different periods, and station spacing at different locations to minimize the total cost. Due to the limited driving range and long charging time of electric buses, such models are not suitable for electric buses.…”
Section: Literature Reviewmentioning
confidence: 99%