In this paper, we compare the mean-variance portfolio modeling based on the possibilistic representation of the future stock returns to the one based on the classical probabilistic modelisation of the same returns. There exist several different denitions of possibilistic mean, possibilistic variance and possibilistic covariance. In this paper we consider denitions recently proposed in literature for modeling portfolio selection problems: the possibilistic mean and variance à la Carlsson-Fuller-Majlender, the lower possibilistic mean and variance, and the upper possibilistic mean and variance. In particular, we mean to answer to the following research questions: First, to check whether, from a methodological and theoretical standpoint, it is...
AbstractIn this paper, we introduce the definitions of the possibilistic mean, variance and covarian...
© 1993-2012 IEEE. Portfolio selection is the theory that studies the process of selecting the optima...
In a paper published in this journal - Zhang W.-G., Zhang X.-L., Xiao W.-L. (2009), Portfolio select...
In this paper, we compare the mean-variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
Compared with the conventional probabilistic mean-variance methodology, fuzzy number can better desc...
In this paper, we introduce the definitions of the possibilistic mean, variance and covariance of mu...
AbstractIn this paper, we introduce the definitions of the possibilistic mean, variance and covarian...
© 1993-2012 IEEE. Portfolio selection is the theory that studies the process of selecting the optima...
In a paper published in this journal - Zhang W.-G., Zhang X.-L., Xiao W.-L. (2009), Portfolio select...
In this paper, we compare the mean-variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this paper, we compare the mean–variance portfolio modeling based on the possibilistic representa...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
In this contribution, we compare mean-variance portfolios based on the standard probabilistic repres...
Compared with the conventional probabilistic mean-variance methodology, fuzzy number can better desc...
In this paper, we introduce the definitions of the possibilistic mean, variance and covariance of mu...
AbstractIn this paper, we introduce the definitions of the possibilistic mean, variance and covarian...
© 1993-2012 IEEE. Portfolio selection is the theory that studies the process of selecting the optima...
In a paper published in this journal - Zhang W.-G., Zhang X.-L., Xiao W.-L. (2009), Portfolio select...