Multiobjective portfolio optimization problem is the portfolio pro-cess of the highest expected return among the various financial com-modities of the capital market to meet the expected return objectives. And one of the most important and common management issues lies in determining the best portfolio out of a given set of investment pro-posals. As we know, modern portfolio theory provides a well-developed paradigm to form a portfolio with the highest expected return for a given level of risk tolerance. However, for making the profit via the limited available capital, allocating the money to construct a portfolio is a challenge to be dealt with. In the capital market, there are thou-sands of financial commodities. Depending on the characte...
Abstract—A principal challenge in modern computational finance is efficient portfolio design – portf...
In modern financial markets, the major problem faced by investors or fund managers is the allocation...
Investor decision making has always been affected by two factors: risk and returns. Considering risk...
Portfolio optimization problem calculates the optimal capital weightings for a basket of investments...
In investment, it is highly desirable to maximize return or profit within a given risk level. Constr...
In this paper we develop a general framework for market risk optimization. The model is valid for an...
This paper aims to study the efficiency of introducing variations in the Genetic Algorithm (GA) show...
A well renowned problem in the world of finance is optimization of investment portfolios. An investo...
The objective of this thesis is to apply alternative multi-objective optimization techniques to the ...
Abstract. In this paper we propose a new implementation of a multi objective genetic algorithm tha...
Determining the best portfolio out of set of alternative investment opportunities to optimize risk-a...
Diversification through portfolio construction has become an increasingly important tool in finance ...
The investment portfolio optimization issues have been widely discussed by scholars for more than 60...
Abstract — Efficient portfolio design is a principal challenge in modern computational finance. Opti...
During the past few decades, one of the most important advances in the investment field has been the...
Abstract—A principal challenge in modern computational finance is efficient portfolio design – portf...
In modern financial markets, the major problem faced by investors or fund managers is the allocation...
Investor decision making has always been affected by two factors: risk and returns. Considering risk...
Portfolio optimization problem calculates the optimal capital weightings for a basket of investments...
In investment, it is highly desirable to maximize return or profit within a given risk level. Constr...
In this paper we develop a general framework for market risk optimization. The model is valid for an...
This paper aims to study the efficiency of introducing variations in the Genetic Algorithm (GA) show...
A well renowned problem in the world of finance is optimization of investment portfolios. An investo...
The objective of this thesis is to apply alternative multi-objective optimization techniques to the ...
Abstract. In this paper we propose a new implementation of a multi objective genetic algorithm tha...
Determining the best portfolio out of set of alternative investment opportunities to optimize risk-a...
Diversification through portfolio construction has become an increasingly important tool in finance ...
The investment portfolio optimization issues have been widely discussed by scholars for more than 60...
Abstract — Efficient portfolio design is a principal challenge in modern computational finance. Opti...
During the past few decades, one of the most important advances in the investment field has been the...
Abstract—A principal challenge in modern computational finance is efficient portfolio design – portf...
In modern financial markets, the major problem faced by investors or fund managers is the allocation...
Investor decision making has always been affected by two factors: risk and returns. Considering risk...