We study a stochastic programming approach to multicriteria multi-period portfolio optimization problem. We use a Single Index Model to estimate the returns of stocks from a market-representative index and a random walk model to generate scenarios on the possible values of the index return. We consider expected return, Conditional Value at Risk and liquidity as our criteria. With stocks from Istanbul Stock Exchange, we make computational studies for the two and three-criteria cases. We demonstrate the tradeoffs between criteria and show that treating these criteria simultaneously yields meaningful efficient solutions. We provide insights based on our experiments
We investigate a multiperiod, stochastic portfolio optimization model for diversified funds choices ...
This dissertation has two main objectives: first, to develop efficient algorithms for the solution o...
summary:Maintaining liquid asset portfolios involves a high carry cost and is mandatory by law for m...
This paper presents a scenario-based multistage stochastic programming model to deal with multi-peri...
Portfolio optimization is the problem of allocating funds between available investment options in th...
In practice we often have to solve optimization problems with several criteria. These problems are c...
This paper uses stochastic programming to solve multi-period investment problems. We combine the fea...
summary:This paper deals with a multistage stochastic programming portfolio selection problem with a...
Stochastic methods are present in our daily lives, especially when we need to make a decision based ...
Abstract. Solutions of portfolio optimization problems are often in¯uenced by errors or misspeci®cat...
In this paper, we investigate a multi-period portfolio selection problem with a comprehensive set of...
This project covers the basics of Financial Portfolio Management theory through different stochastic...
textThis report discusses a multi-stage stochastic programming model that maximizes expected ending ...
Problems of portfolio management can be viewed as multi-period dynamic decision problems. We present...
presented in this paper. The basic model involves Multi-Period decisions (portfolio optimization) an...
We investigate a multiperiod, stochastic portfolio optimization model for diversified funds choices ...
This dissertation has two main objectives: first, to develop efficient algorithms for the solution o...
summary:Maintaining liquid asset portfolios involves a high carry cost and is mandatory by law for m...
This paper presents a scenario-based multistage stochastic programming model to deal with multi-peri...
Portfolio optimization is the problem of allocating funds between available investment options in th...
In practice we often have to solve optimization problems with several criteria. These problems are c...
This paper uses stochastic programming to solve multi-period investment problems. We combine the fea...
summary:This paper deals with a multistage stochastic programming portfolio selection problem with a...
Stochastic methods are present in our daily lives, especially when we need to make a decision based ...
Abstract. Solutions of portfolio optimization problems are often in¯uenced by errors or misspeci®cat...
In this paper, we investigate a multi-period portfolio selection problem with a comprehensive set of...
This project covers the basics of Financial Portfolio Management theory through different stochastic...
textThis report discusses a multi-stage stochastic programming model that maximizes expected ending ...
Problems of portfolio management can be viewed as multi-period dynamic decision problems. We present...
presented in this paper. The basic model involves Multi-Period decisions (portfolio optimization) an...
We investigate a multiperiod, stochastic portfolio optimization model for diversified funds choices ...
This dissertation has two main objectives: first, to develop efficient algorithms for the solution o...
summary:Maintaining liquid asset portfolios involves a high carry cost and is mandatory by law for m...