2021
DOI: 10.1016/j.chemolab.2021.104395
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Bayesian I-optimal designs for choice experiments with mixtures

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Cited by 16 publications
(10 citation statements)
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“…Contrary to thorough methods such as grid search or random search, which can lead to too much examination or use, Bayesian optimization chooses the next sampling locations based on the probability distribution that already exists. So, it enables a smart use of computational resources and makes it easier to get to ideal hyperparameters in an extremely effective manner. , …”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Contrary to thorough methods such as grid search or random search, which can lead to too much examination or use, Bayesian optimization chooses the next sampling locations based on the probability distribution that already exists. So, it enables a smart use of computational resources and makes it easier to get to ideal hyperparameters in an extremely effective manner. , …”
Section: Methodsmentioning
confidence: 99%
“…So, it enables a smart use of computational resources and makes it easier to get to ideal hyperparameters in an extremely effective manner. 61,62 2.5. Model Evaluation.…”
Section: Bayesian Approach Formentioning
confidence: 99%
“…In the choice experiments literature, most of the Bayesian optimal designs define the Bayesian D-optimality criterion as an average of the D-optimality criterion over the prior distribution (Bliemer and Rose, 2011;Bliemer et al, 2009;Kessels et al, 2011b). Therefore, following Ruseckaite et al (2017) and Becerra and Goos (2021), we define the Bayesian D-optimality criterion for the multinomial logit model as…”
Section: Appendix 1 Optimal Design Of Experimentsmentioning
confidence: 99%
“…Therefore, following Ruseckaite et al . (2017) and Becerra and Goos (2021), we define the Bayesian D-optimality criterion for the multinomial logit model aswhere π ( β ) is the prior distribution of β . A design that minimizes the Bayesian D-optimality criterion is called a Bayesian D-optimal design.The assumptions for the prior parameter estimates in this work were that the ticket price would have a negative impact on the utility of the respondents, that an increasing strength of the opponent would lead to an increase in utility, that there was no difference in preference between the different days and times, that a side seat is more preferable to a goal and corner, that there is no difference between the latter and that Nations League and Qualifiers are equally preferable and more preferable than a friendly match.Using the previous assumptions, the prior values of the β parameter vector were set as follows β Corner = −0.25, β Goal = −0.25, β Side = 0.5, β Friendly = −0.5, β Qualification = 0.25, β NationsLeague = 0.25, β Weak = −0.5, β Medium = 0, β Strong = 0.5, β 75euros = −0.45, β 50euros = −0.15, β 25euros = 0.15, β 15euros = 0.45, β TimeAndDay1 = 0, β TimeAndDay2 = 0, β TimeAndDay3 = 0, β TimeAndDay4 = 0, β TimeAndDay5 = 0, and β TimeAndDay6 = 0.…”
mentioning
confidence: 99%
“…They have proven to be more informative for estimating the no-choice nested logit model than the traditional approach of adding a no-choice option to each choice set of a Bayesian D-optimal MNL design that is constructed ignoring the no-choice option. Also worthy of mentioning is the recent introduction of Bayesian D-and I-optimal mixture designs for DCEs, where food products are described as mixtures of ingredients (e.g., Ruseckaite et al, 2017;Goos & Hamidouche, 2019;Becerra & Goos, 2021). These designs are optimized for mixture-choice models where Scheffé mixture models (Scheffé, 1963) replace the systematic utilities of the choice models for these food products.…”
Section: Design Optionsmentioning
confidence: 99%