The rank-ordered logit model's coefficients often vary significantly with the depth of rankings used in the estimation process. The common interpretation of the unstable coefficients across ranks is that survey respondents state their more and less preferred alternatives in an incoherent manner. We point out another source of the same empirical regularity: stochastic misspecification of the random utility function. An example is provided to show how the well-known symptoms of incoherent ranking behavior can result from stochastic misspecification, followed by Monte Carlo evidence. Our finding implies that the empirical regularity can be addressed by the development of robust estimation methods
This paper presents a methodology for analyzing Analytic Hierarchy Process (AHP) rankings if the pai...
Under long memory, the limit theorems for normalized sums of random variables typically involve a po...
Recent research invokes preference imprecision to explain violations of individual decision theory. ...
The rank-ordered logit model's coefficients often vary significantly with the depth of rankings use...
textabstractIn this paper we consider the situation where one wants to study the preferences of indi...
Louviere et al. (2008. J. of Choice Modelling, 1, 126-163) present two main empirical examples in wh...
Recently there has been a steady stream of literature advocating the best-worst response mechanism, ...
The paper re-examines existing estimators for the panel data fixed effects ordered logit model, prop...
This study addresses the so-called uncertainty problem due to measurement error in random utility an...
AbstractLouviere et al. (2008, J. of Choice Modelling, 1, 126–163) present two main empirical exampl...
A standard approach to distinguishing people's risk preferences is to estimate a random utility mode...
Over the past two decades, validation of choice models has focused on predictive validity rather tha...
The paper re-examines existing estimators for the panel data fixed effects ordered logit model, prop...
A standard approach to distinguishing people’s risk preferences is to estimate a random utility mode...
Should researchers collect choice or rank data in stated preference (SP) surveys? Answer to this que...
This paper presents a methodology for analyzing Analytic Hierarchy Process (AHP) rankings if the pai...
Under long memory, the limit theorems for normalized sums of random variables typically involve a po...
Recent research invokes preference imprecision to explain violations of individual decision theory. ...
The rank-ordered logit model's coefficients often vary significantly with the depth of rankings use...
textabstractIn this paper we consider the situation where one wants to study the preferences of indi...
Louviere et al. (2008. J. of Choice Modelling, 1, 126-163) present two main empirical examples in wh...
Recently there has been a steady stream of literature advocating the best-worst response mechanism, ...
The paper re-examines existing estimators for the panel data fixed effects ordered logit model, prop...
This study addresses the so-called uncertainty problem due to measurement error in random utility an...
AbstractLouviere et al. (2008, J. of Choice Modelling, 1, 126–163) present two main empirical exampl...
A standard approach to distinguishing people's risk preferences is to estimate a random utility mode...
Over the past two decades, validation of choice models has focused on predictive validity rather tha...
The paper re-examines existing estimators for the panel data fixed effects ordered logit model, prop...
A standard approach to distinguishing people’s risk preferences is to estimate a random utility mode...
Should researchers collect choice or rank data in stated preference (SP) surveys? Answer to this que...
This paper presents a methodology for analyzing Analytic Hierarchy Process (AHP) rankings if the pai...
Under long memory, the limit theorems for normalized sums of random variables typically involve a po...
Recent research invokes preference imprecision to explain violations of individual decision theory. ...