Maturity-independent risk measures
Thaleia Zariphopoulou, Gordan Zitkovic

TL;DR
This paper introduces the concept of maturity-independent risk measures, contrasting them with traditional measures, and demonstrates their construction and applicability in various financial models, highlighting limitations of existing measures.
Contribution
It presents a novel class of maturity-independent risk measures and provides concrete examples in both discrete and continuous financial models.
Findings
Some widely used risk measures cannot be adapted to maturity-independent versions
A large class of maturity-independent risk measures is constructed
Examples are provided in both finite probability and diffusion frameworks
Abstract
The new notion of maturity-independent risk measures is introduced and contrasted with the existing risk measurement concepts. It is shown, by means of two examples, one set on a finite probability space and the other in a diffusion framework, that, surprisingly, some of the widely utilized risk measures cannot be used to build maturity-independent counterparts. We construct a large class of maturity-independent risk measures and give representative examples in both continuous- and discrete-time financial models.
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Taxonomy
TopicsStochastic processes and financial applications · Risk and Portfolio Optimization · Financial Risk and Volatility Modeling
