Optimized travel options with a Flexible Mobility on Demand System FMOD

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Optimized travel options with a Flexible Mobility on Demand System FMOD Bilge Atasoy, Takuro Ikeda, Moshe Ben-Akiva October 30, 2014 Shaping the New Future of Paratransit: An International Conference on Demand Responsive Transit

Agenda Motivation and background Concept of FMOD Modeling framework Simulation experiments Conclusions and future directions 2

Motivation and background Personalized services using smartphone apps are emerging for taxi: Uber, Lyft, SideCar, GoMyWay, etc. Why not apply similar technologies to also DRT and fixed route public transportation? 3

Concept of FMOD Real-time system Personalized demand responsive system that gives the traveler an optimized menu Dynamic allocation of vehicles to services Fleet Customer request taxi offer FMOD server allocate shared taxi choose mini-bus 4

Concept of FMOD (cont.) Taxi: Flexible route, flexible schedule, private Shared-taxi: Flexible route, flexible schedule, shared Mini-bus: Fixed route, flexible schedule, shared 5

Concept of FMOD (cont.) Supply Demand FMOD Server optimization Request: Origin: A, Destination: B Preferred Departure Time: 8:00 8:30 / Preferred Arrival Time: 8:45 9:00 request offer Offer: taxi: DT: 8:25/AT: 8:45, $20 shared-taxi: DT: 8:27/AT: 8:57, $10 as the 4 th passenger mini-bus: DT: 8:14/AT: 8:59, $5 as the 6 th passenger Choice: service: shared-taxi DT: 8:27/AT: 8:57, $10 choose 6

Modeling framework Product A service on a vehicle departing at a certain time period Feasible product A product that satisfies the capacity and scheduling constraints Vehicle capacity Existing schedule Preferred time window Maximum schedule delay Offer A list of feasible products presented to the customer (max 1 product for each service) 7

Modeling framework (cont.) Phase1. Feasible product set generation Set of feasible products to be offered to the customer taking into account: Capacity constraints Scheduling constraints based on the request Phase 2. Assortment optimization Optimized list to be offered to the customer from the feasible set Maximize operator s profit and/or consumer surplus based on a choice model 8

Assortment optimization model Optimizes the list to be offered to each customer request among all the feasible products Choice model is integrated into the optimization model in order to represent shares of services Formulated as a mixed integer linear problem Myopic vs dynamic Different versions of the model are considered: maximize consumer surplus (logsum) maximize profit maximize profit + consumer surplus: total benefit 9

Simulation experiments Case study Simulation time: 24 hours Network Hino city in Tokyo (approx. 9km 8km) Supply Fleet size: 60 Bus line: actual route Demand (Yellow: Bus line) 5000 requests / day OD: station, hospital etc. (population density) VOT: from $6/h to $30/h Taxi: $5 (base) + $0.5 (per 320m) Shared-taxi: 50% of taxi fare Bus: $3 (flat) Operator Cost $200 / day / vehicle + $0.2 per km # of requests (preferred departure time) Fare Demand 800 600 400 200 0 1 2 3 4 5 6 7 8 9 101112131415161718192021222324 Time period 10

Simulation experiments Snapshots Red: Taxi, Green: Shared taxi, Blue: Mini-bus, Yellow: empty OpenStreetMap Contributors OpenStreetMap Contributors Off-peak AM 6:00 Taxi is dominant OpenStreetMap Contributors OpenStreetMap Contributors Peak AM 8:00 Shared taxi / Mini-bus are dominant 11

Simulation experiments Comparison of models T:taxi, S:shared-taxi, B: mini-bus 12

Simulation experiments Main findings The offer given by FMOD is significantly affected by the objective function. Total benefit case compared to profit maximization: Significant increase in consumer surplus without much decrease in profit Dynamic allocation of vehicles provides significant improvements over static allocation 13

Conclusions and future directions FMOD has a potential to increase operator s profit and improve passenger satisfaction Ongoing and further research directions include: Field test Estimation of future demand Real life conditions (e.g. traffic) Learning the behavior of customer through repeated visits 14

Thank you for your attention! batasoy@mit.edu 15