Analyzing the quality of the sub-optimal solutions of multi-period portfolio optimization with transaction costs and no short selling
Subject Areas : Financial Knowledge of Securities AnalysisS. Ebrahimi Emamgheisi 1 , S. Mohammad Reza Davoodi 2
1 - Master of Financial Engineering, Dehaghan Branch, Islamic Azad University, Dehaghan, Iran
2 - Assistant Professor, Department of Management, Dehaghan Branch, Islamic Azad University, Dehaghan, Iran
Keywords: multi-period portfolio, dynamic programming, orthogonal projection theorem, self-finance portfolio,
Abstract :
The present study is an applied and descriptive-analytic research, while investigating a multi-period portfolio, below the optimal calculated responses to the analytical form of Skaf and Boyd (2009) for models with limited transaction costs and the impossibility The sale of borrowings in the Tehran Stock Exchange is reviewed. In this research, the first 30 active companies in the Tehran Stock Exchange, which have the highest ratings in the period between 2011 and 2016, were first selected, and then, using data envelopment analysis, 8 efficient companies were selected among the 30 companies. The research result Show that the optimal answer is of good quality.envelopment analysis, 8 efficient companies were selected among the 30 companies. The research result Show that the optimal answer is of good quality.
1) رئوفپناه، حسین (1392). بهینهسازی سبد اوراقبهادار چند دورهای برای مدیریت دارایی و بدهی همراه با کنترل ورشکستگی-کارشناسی ارشد.موسسه آموزشی رجا.
2) مدرس یزدی، محمد؛ تاج بخش، علیرضا(1387). بهینهسازی استوار سبد مالی چند دورهای با استفاده از ارزش در معرض خطر مشروط. منتشر شده در ششمین کنفرانس بین المللی مهندسی صنایع.
3) همائی فر، ساغر؛ روغنیان، عماد(1395). به کارگیری الگوهای بهینهسازی پایدار و برنامهریزی آرمانی در مسئله انتخاب سبد سرمای گذاری چند دورهای. مجلهی مهندسی مالی ومدیریت اوراقبهادار. شماره 28
4) Cong,F.,Oosterle,C.W (2016), Multi-period mean-VaR ian Portfolio optimization based on monte-carlo simulation. Jounal of Economics Dynamics and control,1-23.
5) Meng. X and Lin. N (2017),Fuzzy multi-period mean-variance-skewness portfolio selection model with transaction cost. 36th Chinese Control Conference (CCC), Dalian, 2921-2927.
6) Sağlam.U and Benso. H(2018), Multi-Period Portfolio Optimization with Cone Constraints and Discrete Decisions (February 1, 2018). Available at SSRN: https://ssrn.com/abstract=2932567 .
7) Skaf. J and Boyd. H (2008) ,Multi-period portfolio optimization with constraints and transaction costs. Working Paper, 1-23.
Zhang, W.G., Liu, Y.j., Xu, W.J (2012),A possibilistic mean-semiVaR iance-entropy model for multi-period portfolio selection
_||_