Title: Distance-to-Mean Continuous Conditional Random Fields to Enhance Prediction Problem in Traffic Flow Data,
Abstract: The increase of vehicle in highways may cause traffic congestion as well as
in the normal roadways. Predicting the traffic flow in highways especially, is
demanded to solve this congestion problem. Predictions on time-series
multivariate data, such as in the traffic flow dataset, have been largely
accomplished through various approaches. The approach with conventional
prediction algorithms, such as with Support Vector Machine (SVM), is only
capable of accommodating predictions that are independent in each time unit.
Hence, the sequential relationships in this time series data is hardly
explored. Continuous Conditional Random Field (CCRF) is one of Probabilistic
Graphical Model (PGM) algorithms which can accommodate this problem. The
neighboring aspects of sequential data such as in the time series data can be
expressed by CCRF so that its predictions are more reliable. In this article, a
novel approach called DM-CCRF is adopted by modifying the CCRF prediction
algorithm to strengthen the probability of the predictions made by the baseline
regressor. The result shows that DM-CCRF is superior in performance compared to
CCRF. This is validated by the error decrease of the baseline up to 9%
significance. This is twice the standard CCRF performance which can only
decrease baseline error by 4.582% at most.