Abstract
The Augmented Black-Litterman (ABL) model is an elegant view processor, as well as a natural, robust and unified allocation framework suitable for multiple investment styles (Cheung, 2012 & 2009C). In this paper, we extend the model into a generalised factor view blending (GFVB) framework, suitable for tail risk-aware allocation in non-normal markets with non-linear instruments, factor structures and views. We highlight the following features: -
• Freedom in considering any market factor structure with any security and factor distributions
• Generic prior distribution without normality restrictions
• Freedom in forming non-linear, non-normal views
• View blending strictly based on the Bayes’ Rule
• A structural approach to constructing portfolio of exotic products
• Freedom in considering any market factor structure with any security and factor distributions
• Generic prior distribution without normality restrictions
• Freedom in forming non-linear, non-normal views
• View blending strictly based on the Bayes’ Rule
• A structural approach to constructing portfolio of exotic products
| Original language | English |
|---|---|
| Publisher | SSRN |
| Publication status | Published - 2009 |
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