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Predicting for the adaptive transport system

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(1)

Predicting for the adaptive transport system

Francisco Pereira

camara@dtu.dk

(2)

The prediction -optimization pipeline (cycle)

(3)

What is preached…

(4)

…what we risk getting into

(5)

…what we risk getting into

(6)

The prediction -optimization pipeline (cycle)

(7)

Wrong balancing Wrong pricing

In non -recurrent conditions…

(8)

Wrong routing Wrong scheduling

In non -recurrent conditions…

(9)

Attention to stress scenarios

Large events Incidents

System breakdowns

(10)

Focus of this talk

(11)

Non -recurrent scenarios

Demand Supply

Expectable

Unexpectable

(12)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays Expectable

Unexpectable

(13)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays

road works, closures, mega

events Expectable

Unexpectable

(14)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays

road works, closures, mega

events Expectable

crisis situations, unknown high

fluctuations Unexpectable

(15)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays

road works, closures, mega

events Expectable

crisis situations, unknown high

fluctuations

incidents, weather, crisis situations

Unexpectable

(16)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays

road works, closures, mega

events Expectable

crisis situations, unknown high

fluctuations

incidents, weather, crisis situations

Unexpectable

(17)

Expectable demand

(18)

Event information is usually online

Event homepages

Event listings

Social media (e.g. twitter, facebook )

News feeds

Lots of potential sources, but a lot in free form text

(19)

Topic

m ode ling Machine -

inte rpre table fe ature s

Accounting for event information

(20)

Data preparation process

(21)

Data preparation process

Features used:

- Topics (K=24) - Google hits

- Facebook likes

- Time to event start, time since event start - Location

(22)

Bayesian additive model

Gaussian process that models routine component

Gaussian process that models the effect of events

(23)

Probabilistic

Graphical Model

(24)

Public transport arrivals in Singapore

Data:

5 months of smartcard data (bus, metro, light rail)

Sources: singaporeexpo.com.sg , upcoming.org , last.fm, timeoutsingapore.com

2 study areas

Singapore Indoor Stadium

Singapore Expo

(25)

large e ve nt

Observed arrivals

Model WITHOUT events information Model WITH events information

An example

(26)

Public transport arrivals in Singapore

RAE: relative absolute error CorrCoef: correlation coefficient R2: coefficient of determination Unit: # passengers /15 min

(27)

Exploiting the additive structure

(28)

Non -recurrent scenarios

Demand Supply

special events, demonstrations,

holidays

road works, closures, mega

events Expectable

crisis situations, unknown high

fluctuations

incidents, weather, crisis situations

Unexpectable

(29)

Unexpectable supply

(30)

Model degradation

(31)

Simulation + machine learning

(32)

Test

network

- Hillerød Motorvej

(33)

Offline calibration

(34)

Multiple scenarios

(35)

Simulation + machine learning

(36)

Just -in-time model updating

(37)

Results summary

(38)

Predicting for the adaptive transport system

Francisco Pereira

http:// mlsm.man.dtu.dk

camara@dtu.dk

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