Optimizing tourist demands with utility efficient frontier
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DOI: 10.1177/1354816617729022
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References listed on IDEAS
- Barros, Carlos Pestana & Botti, Laurent & Peypoch, Nicolas & Robinot, Elisabeth & Solonandrasana, Bernardin & A., George Assaf, 2011.
"Performance of French destinations: Tourism attraction perspectives,"
Tourism Management, Elsevier, vol. 32(1), pages 141-146.
- Carlos Pestana Barros & Laurent Botti & Nicolas Peypoch & Elisabeth Robinot & Bernardin Solonandrasana & A. Assaf, 2011. "Performance of French destinations: Tourism attraction perspectives," Post-Print hal-00962426, HAL.
- Haiyan Song & Gang Li & Stephen F. Witt & Baogang Fei, 2010. "Tourism Demand Modelling and Forecasting: How Should Demand Be Measured?," Tourism Economics, , vol. 16(1), pages 63-81, March.
- Zhang, Linjia & Botti, Laurent & Petit, Sylvain, 2016.
"Destination performance: Introducing the utility function in the mean-variance space,"
Tourism Management, Elsevier, vol. 52(C), pages 123-132.
- L. Zhang & L. Botti & Sylvain Petit, 2015. "Destination performance: Introducing the utility function in the Mean-Variance space," Post-Print hal-02974984, HAL.
- Linjia Zhang & Laurent Botti & Sylvain Petit, 2016. "Destination performance: Introducing the utility function in the Mean-Variance space," Post-Print hal-01831499, HAL.
- Zhang, Linjia & Botti, Laurent & Petit, Sylvain, 2016. "Destination performance: Introducing the utility function in the mean-variance space," MPRA Paper 75080, University Library of Munich, Germany.
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Cited by:
- Laurent Botti & Sylvain Petit & Linjia Zhang, 2020.
"Strategic decision concerning tourist origins portfolio: A decision process based on the ELECTRE method and applied to French Polynesia,"
Tourism Economics, , vol. 26(5), pages 830-843, August.
- Laurent Botti & Sylvain Petit & Linjia Zhang, 2020. "Strategic decision concerning tourist origins portfolio: A decision process based on the ELECTRE method and applied to French Polynesia," Post-Print hal-02401461, HAL.
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Keywords
DMO; mean-variance optimization; risk management; utility function;All these keywords.
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