Aristeidis Kaloudis

Mr. Aristeidis Kaloudis

Aristotle University of Thessaloniki
orcid

Research Focus & Metrics

Academic Career Length

8Years (2019-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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23 December 2019 in Sustainability
Verified
Journal Article
Open access
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Charalampos BratsasCharalampos Bratsas
Charalampos Bratsas
Kleanthis KoupidisKleanthis Koupidis
Kleanthis Koupidis
JGJosep Maria Salanova Grau
Josep Maria Salanova Grau
Konstantinos GiannakopoulosKonstantinos Giannakopoulos
Konstantinos Giannakopoulos
Aristeidis KaloudisAristeidis Kaloudis
Aristeidis Kaloudis
Georgia AifadopoulouGeorgia Aifadopoulou
Georgia Aifadopoulou
Rising interest in the field of Intelligent Transportation Systems combined with the increased availability of collected data allows the study of different methods for prevention of traffic congestion in cities. A common need in all of these methods is the use of traffic predictions for supporting planning and operation of the traffic lights and traffic management schemes. This paper focuses on comparing the forecasting effectiveness of three machine learning models, namely Random Forests, Support Vector Regression, and Multilayer Perceptron—in addition to Multiple Linear Regression—using probe data collected from the road network of Thessaloniki, Greece. The comparison was conducted with multiple tests clustered in three types of scenarios. The first scenario tests the algorithms on specific randomly selected dates on different randomly selected roads. The second scenario tests the algorithms on randomly selected roads over eight consecutive 15 min intervals; the third scenario tests the algorithms on random roads for the duration of a whole day. The experimental results show that while the Support Vector Regression model performs best at stable conditions with minor variations, the Multilayer Perceptron model adapts better to circumstances with greater variations, in addition to having the most near-zero errors.