Measuring sectoral diversification in an asymptotic multi-factor framework
Dirk Tasche
Abstract
We investigate a multi-factor extension of the asymptotic single risk factor (ASRF) model that underlies the capital charges of the "Basel II Accord". In this extended model, it is still possible to derive closed-form solutions for the risk contributions to Value-at-Risk and Expected Shortfall. As an application of the risk contribution formulae we introduce a new concept for a diversification measure. The use of this new measure is illustrated by an example calculated with a two-factor model. The results with this model indicate that, thanks to dependence on not fully correlated systematic sectors, there can be a substantial reduction of risk contributions by sectoral diversification effects.
Create a lesson
Related papers
How Rich is the Rich-Club? Super Rich-Club Organization in Complex Networks
Lucía S. Ramirez, Laia Barjuan, M. Ángeles Serrano
Limited knowledge exchange across biological subfields in agent-based modelling: an LLM-assisted bibliometric analysis
Kira Pugh, Rebecca M Crossley, Sara Hamis
Informing research priorities for distributed acoustic sensing: insights from a citizens' panel
Hannah Dalgleish, Rafael Mestre, Heidi Wheatley et al.
Emergent regularity of walking patterns: evidence from Swiss cities
Guo-Shiuan Lin, Martin Hendrick, Maider Llaguno-Munitxa et al.
A Cracked Mirror: How People Perceive Gender Performance by Large Language Models
Faezeh Fadaei, Jenny Carla Moran, Taha Yasseri
Stochastic dose fluctuations in boron neutron capture therapy with heterogeneous boron distributions
Ramacos Fardela, Roni Muslim, Tista Artu Indra Kusuma