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Destination performance: Introducing the utility function in the mean-variance space

机译:目标性能:在均值方差空间中介绍效用函数

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Economic characteristics of home countries can cause considerable variations in the tourism demand. For example, the average level of expenditure per tourist varies from one origin to another and these variations may alter overtime. Thus different tourist nationalities are associated with different level of expenditures and risks. Therefore strategies aimed at minimizing the variations may become an important issue for the policy makers. In this paper, we aim to use the productivity measurement theory in a mean-variance space to a French region (Nord Pas-de-Calais) by introducing the utility function in a mean-variance framework. With this method, we can calculate the optimal portfolio share for each origin and give some useful political advices to the policy decision makers to improve the performance of the tourist sector. (C) 2015 Elsevier Ltd. All rights reserved.
机译:母国的经济特征可能会导致旅游需求的巨大差异。例如,每个游客的平均支出水平从一个来源到另一个来源而变化,并且这些变化可能随着时间而改变。因此,不同的旅游国籍会带来不同程度的支出和风险。因此,旨在最小化差异的策略可能成为决策者的重要问题。在本文中,我们旨在通过在均值方差框架中引入效用函数,在法国地区(Nord Pas-de-Calais)的均值方差空间中使用生产率度量理论。通过这种方法,我们可以计算出每个来源的最佳投资组合份额,并为决策者提供一些有用的政治建议,以改善旅游业的绩效。 (C)2015 Elsevier Ltd.保留所有权利。

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