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2022
DOI: 10.1016/j.trpro.2022.02.047
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A comparative study of machine learning, deep neural networks and random utility maximization models for travel mode choice modelling

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Cited by 13 publications
(5 citation statements)
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“…to find the best approximation for the function describing f (x i ) = y i which maps the inputs (x) to the outputs (y), where the outputs would be the classification (Lichtner-Bajjaoui, 2020). The objective function is to minimize the expected value of incorrect classifications, which is equivalent to maximizing the utility or goal of the ML (typically back-propagation 8 ) algorithm (García-García et al, 2022). In the case of the MLP the probabilities attached to each element x to be classified belonging to a class k is a vector P (y k |x) that can be written as…”
Section: Examples In Aimentioning
confidence: 99%
“…to find the best approximation for the function describing f (x i ) = y i which maps the inputs (x) to the outputs (y), where the outputs would be the classification (Lichtner-Bajjaoui, 2020). The objective function is to minimize the expected value of incorrect classifications, which is equivalent to maximizing the utility or goal of the ML (typically back-propagation 8 ) algorithm (García-García et al, 2022). In the case of the MLP the probabilities attached to each element x to be classified belonging to a class k is a vector P (y k |x) that can be written as…”
Section: Examples In Aimentioning
confidence: 99%
“…In recent years, machine learning models have been proven to be a promising alternative in modeling travel mode choices [ 36 , 37 ]. Through data-driven learning, machine learning models can show complex nonlinear relationships between variables and assess the importance of variables.…”
Section: Literature Reviewmentioning
confidence: 99%
“…The objective function is to minimize the expected value of incorrect classifications, which is equivalent to maximizing the utility or goal of the ML (typically back-propagation 13 ) algorithm (García-García et al, 2022). In the case of the MLP the probabilities attached to each element x to be classified belonging to a class k is a vector P (y k |x) that can be written as…”
Section: Examples In the Field Of Aimentioning
confidence: 99%
“…The back-propagation algorithm will adjust the weights and threshold values to minimize the loss function in classification (and maximize the probability that a classification is accurate). For a more detailed discussion and examples, seeGarcía-García et al (2022).…”
mentioning
confidence: 99%