Davidson and Beaver (1977) extended the Bradley-Terry model to incorporate the possible effect of position within a choice set on the choices made in paired comparisons experiments. We further extend the Davidson-Beaver result to choice sets of any size and show, under a mild restriction, that designs optimal for the multinomial logit model are still optimal. Designs balanced for carry-over effects of all orders can be used to construct designs with a diagonal information matrix for attribute effects. The theoretical results are derived assuming equal merits and we discuss the possible consequences of assuming unequal merits in an example. Copyright © Taylor & Francis Group, LLC
This article gives optimal designs obtained by developing a fractional factorial design for the esti...
To date, no attempt has been made to design efficient choice experiments by means of the G- and V-op...
A computationally attractive model for the analysis of conjoint choice experiments is the mixed mult...
In 1970 Davidson generalised the Bradley-Terry model to allow respondents to say that the two option...
Making choices is a fundamental part of life. Whether it be the food that we eat, how we get from A ...
Choice experiments mirror real world situations closely and helps manufacturers, policy-makers and o...
Stated preference choice experiments are routinely used in many areas from marketing to medicine. Wh...
This paper gives constructions for optimal and near-optimal sets of pairs for the estimation of main...
Street and Burgess (2007) present a comprehensive exposition of designs for choice experiments till ...
Over two decades, optimal choice designs have been obtained for estimating the main effects and the ...
In a paired choice experiment, several pairs of options are shown to respondents and the respondents...
In choice experiments the process of decision-making can be more complex than the proposed by the Mu...
Within the context of choice experimental designs, most authors have proposed designs for the multin...
In this paper we establish the form of the optimal design for choice experiments in which attributes...
In a classical conjoint choice experiment, respondents choose one profile from each choice set that ...
This article gives optimal designs obtained by developing a fractional factorial design for the esti...
To date, no attempt has been made to design efficient choice experiments by means of the G- and V-op...
A computationally attractive model for the analysis of conjoint choice experiments is the mixed mult...
In 1970 Davidson generalised the Bradley-Terry model to allow respondents to say that the two option...
Making choices is a fundamental part of life. Whether it be the food that we eat, how we get from A ...
Choice experiments mirror real world situations closely and helps manufacturers, policy-makers and o...
Stated preference choice experiments are routinely used in many areas from marketing to medicine. Wh...
This paper gives constructions for optimal and near-optimal sets of pairs for the estimation of main...
Street and Burgess (2007) present a comprehensive exposition of designs for choice experiments till ...
Over two decades, optimal choice designs have been obtained for estimating the main effects and the ...
In a paired choice experiment, several pairs of options are shown to respondents and the respondents...
In choice experiments the process of decision-making can be more complex than the proposed by the Mu...
Within the context of choice experimental designs, most authors have proposed designs for the multin...
In this paper we establish the form of the optimal design for choice experiments in which attributes...
In a classical conjoint choice experiment, respondents choose one profile from each choice set that ...
This article gives optimal designs obtained by developing a fractional factorial design for the esti...
To date, no attempt has been made to design efficient choice experiments by means of the G- and V-op...
A computationally attractive model for the analysis of conjoint choice experiments is the mixed mult...