1noThe financial crisis and the market uncertainty of the last years have pointed out the shortcomings of traditional portfolio theory to adequately manage the different sources of risk of the investment process. This paper addresses the issue by developing an alternative portfolio design, that integrates risk parity into the cardinality constrained portfolio optimization model. The resulting mixed integer programming problem is handled by an improved multi-objective particle swarm optimization algorithm. Three hybrid approaches, based on a repair mechanism and different versions of the constrained-domination principle, are proposed to handle constraints. The efficiency of the algorithm and the effectiveness of the solution approaches are a...
A mixed-integer multiobjective linear programming model for engineering equity portfolios is develop...
Portfolio optimization involves the optimal assignment of limited capital to different available fin...
In portfolio management, it is aimed to create a portfolio that gives the best combination of risk a...
Abstract—Portfolio optimization is an important problem based on the modern portfolio theory (MPT) i...
One of the most studied variant of portfolio optimization problems is with cardinality constraints t...
The portfolio selection of assets for an investment by investors has remain a challenge in building ...
Over the years, portfolio optimization remains an important decision-making strategy for investment....
While investors used to create their portfolios according to traditional portfolio theory in the pas...
International audienceIn finance, the portfolio optimization problem made a significant progress aft...
One of the most studied variant of portfolio optimization problems is with cardinality constraints t...
In finance, the portfolio is the set of investment in the assets. Meanwhile, its optimization leads ...
Over the years, portfolio optimization remains an important decision-making strategy for investment....
In the current work, a solution methodology which combines a meta-heuristic algorithm with an exact ...
The problem of portfolio management relates to the selection of optimal stocks, which results in a m...
Portfolio optimization involves the optimal assignment of limited capital to different available fin...
A mixed-integer multiobjective linear programming model for engineering equity portfolios is develop...
Portfolio optimization involves the optimal assignment of limited capital to different available fin...
In portfolio management, it is aimed to create a portfolio that gives the best combination of risk a...
Abstract—Portfolio optimization is an important problem based on the modern portfolio theory (MPT) i...
One of the most studied variant of portfolio optimization problems is with cardinality constraints t...
The portfolio selection of assets for an investment by investors has remain a challenge in building ...
Over the years, portfolio optimization remains an important decision-making strategy for investment....
While investors used to create their portfolios according to traditional portfolio theory in the pas...
International audienceIn finance, the portfolio optimization problem made a significant progress aft...
One of the most studied variant of portfolio optimization problems is with cardinality constraints t...
In finance, the portfolio is the set of investment in the assets. Meanwhile, its optimization leads ...
Over the years, portfolio optimization remains an important decision-making strategy for investment....
In the current work, a solution methodology which combines a meta-heuristic algorithm with an exact ...
The problem of portfolio management relates to the selection of optimal stocks, which results in a m...
Portfolio optimization involves the optimal assignment of limited capital to different available fin...
A mixed-integer multiobjective linear programming model for engineering equity portfolios is develop...
Portfolio optimization involves the optimal assignment of limited capital to different available fin...
In portfolio management, it is aimed to create a portfolio that gives the best combination of risk a...