A portfolio rebalancing model with self-finance strategy and consideration of V-shaped transaction cost is presented in this paper. Our main contribution is that a new constraint is introduced to confirm that the rebalance necessity of the existing portfolio needs to be adjusted. The constraint is constructed by considering both the transaction amount and transaction cost without any additional supply to the investment amount. The V-shaped transaction cost function is used to calculate the transaction cost of the portfolio, and conditional value at risk (CVaR) is used to measure the risk of the portfolios. Computational tests on practical financial data show that the proposed model is effective and the rebalanced portfolio increases the exp...
Portfolio performance evaluations indicate that managed stock portfolios on average underperform rel...
Nowadays financial markets’ volatility and significant stock prices’ fluctuations allow improving in...
We solve the problem of optimal risk management for an investor holding an illiquid, alpha-generatin...
Constructing a portfolio of investments is one of the most significant financial decisions facing in...
In order to achieve greater flexibility in portfolio selection, transaction cost, short selling and ...
Transaction costs and resampling are two important issues that need great attention in every portfol...
Abstract. Rebalancing of portfolios with a concave utility function is consid-ered. It is proved tha...
Portfolio rebalancing can be a fundamental tool to ensure portfolio's risk and return characteristic...
support and comments and suggestions. Any opinions expressed herein reflect the judgment of the indi...
This paper deals with the problem of modelling complex transaction cost structures within portfolio ...
When buying and selling assets on the markets, the investors incur in payment of commissions and oth...
After diversification, periodic portfolio rebalancing has become one of the most widely practiced me...
Portfolio optimization is an important field of research within financial engineering. The aim of th...
Abstract This paper is concerned with an optimization problem associated with a rebalancing schedule...
It is commonly believed that a continuously rebalanced investment portfolio achieves the optimal inv...
Portfolio performance evaluations indicate that managed stock portfolios on average underperform rel...
Nowadays financial markets’ volatility and significant stock prices’ fluctuations allow improving in...
We solve the problem of optimal risk management for an investor holding an illiquid, alpha-generatin...
Constructing a portfolio of investments is one of the most significant financial decisions facing in...
In order to achieve greater flexibility in portfolio selection, transaction cost, short selling and ...
Transaction costs and resampling are two important issues that need great attention in every portfol...
Abstract. Rebalancing of portfolios with a concave utility function is consid-ered. It is proved tha...
Portfolio rebalancing can be a fundamental tool to ensure portfolio's risk and return characteristic...
support and comments and suggestions. Any opinions expressed herein reflect the judgment of the indi...
This paper deals with the problem of modelling complex transaction cost structures within portfolio ...
When buying and selling assets on the markets, the investors incur in payment of commissions and oth...
After diversification, periodic portfolio rebalancing has become one of the most widely practiced me...
Portfolio optimization is an important field of research within financial engineering. The aim of th...
Abstract This paper is concerned with an optimization problem associated with a rebalancing schedule...
It is commonly believed that a continuously rebalanced investment portfolio achieves the optimal inv...
Portfolio performance evaluations indicate that managed stock portfolios on average underperform rel...
Nowadays financial markets’ volatility and significant stock prices’ fluctuations allow improving in...
We solve the problem of optimal risk management for an investor holding an illiquid, alpha-generatin...