Kernel Search: a new heuristic framework for portfolio selection

Kernel Search: a new heuristic framework for portfolio selection

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Article ID: iaor2012218
Volume: 51
Issue: 1
Start Page Number: 345
End Page Number: 361
Publication Date: Jan 2012
Journal: Computational Optimization and Applications
Authors: , ,
Keywords: heuristics, programming: integer, combinatorial optimization
Abstract:

In this paper we propose a new heuristic framework, called Kernel Search, to solve the complex problem of portfolio selection with real features. The method is based on the identification of a restricted set of promising securities (kernel) and on the exact solution of the MILP problem on this set. The continuous relaxation of the problem solved on the complete set of available securities is used to identify the initial kernel and a sequence of integer problems are then solved to identify further securities to insert into the kernel. We analyze the behavior of several heuristic algorithms as implementations of the Kernel Search framework for the solution of the analyzed problem. The proposed heuristics are very effective and quite efficient. The Kernel Search has the advantage of being general and thus easily applicable to a variety of combinatorial problems.

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