The portfolio optimization process consists of selecting the best asset allocation or combination of assets that best suit investor needs. To determine the optimal portfolio, investors usually have two options: heuristics and quantitative models. Heuristics are not based on theoretical models or require sophisticated mathematical knowledge like the \(1/N\) portfolio that assigns the same weight to all assets or the \(60/40\) portfolio that invests \(60\%\) in equities and \(40\%\) in bonds. The main disadvantage of heuristics is that they do not produce an optimal asset allocation that suits investor needs. On the other hand, quantitative models require a more advanced mathematical knowledge, but they can be customized in order to suit investor needs.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

Introduction

  • Dany Cajas

摘要

The portfolio optimization process consists of selecting the best asset allocation or combination of assets that best suit investor needs. To determine the optimal portfolio, investors usually have two options: heuristics and quantitative models. Heuristics are not based on theoretical models or require sophisticated mathematical knowledge like the \(1/N\) portfolio that assigns the same weight to all assets or the \(60/40\) portfolio that invests \(60\%\) in equities and \(40\%\) in bonds. The main disadvantage of heuristics is that they do not produce an optimal asset allocation that suits investor needs. On the other hand, quantitative models require a more advanced mathematical knowledge, but they can be customized in order to suit investor needs.