M
Marcela Munizaga
Researcher at University of Chile
Publications - 65
Citations - 2353
Marcela Munizaga is an academic researcher from University of Chile. The author has contributed to research in topics: Discrete choice & Public transport. The author has an hindex of 18, co-authored 63 publications receiving 1956 citations.
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Commercial bus speed diagnosis based on gps-monitored data
TL;DR: A method based on GPS-generated data to systematically monitor average commercial bus speeds is presented, which can be applied to each bus route as a whole, as well as over segments of arbitrary length, and can be divided into time intervals of arbitrary duration.
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Representation of heteroskedasticity in discrete choice models
TL;DR: In this article, the authors investigate the consequences of disregarding heteroskedasticity, and make some comparisons between models that can and those that cannot represent it, in terms of parameter recovery and estimates of response to policy changes.
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Mobility Changes, Teleworking, and Remote Communication during the COVID-19 Pandemic in Chile
Sebastian Astroza,Alejandro Tirachini,Ricardo Hurtubia,Juan Antonio Carrasco,Angelo Guevara,Marcela Munizaga,Macarena Figueroa,Valentina Torres +7 more
TL;DR: A mobility survey from Chile during the COVID-19 pandemic showed a decrease of 44% of trips in Santiago, with metro (55%), ride-hailing (51%), and bus (45%) presenting the highest reduction as mentioned in this paper.
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Using smart card and GPS data for policy and planning: The case of Transantiago
TL;DR: In this article, the authors describe a successful experience of collaboration between academia and the public transport authority to develop tools based on passive data processing for public transport policy and planning in Santiago, Chile.
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Estimation of a constrained multinomial logit model
TL;DR: In this article, the authors study the estimation of the Constrained Multinomial Logit (CMNL) model using the maximum likelihood function, develop a methodology to estimate the model overcoming identification problems by an endogenous partition of the sample, and test the model estimation with both synthetic and real data.