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Contingent capital conversion under dual asset and equity jump–diffusions


Abstract We model contingent capital with market trigger under dual jump–diffusion processes in asset values and equity prices. Under the dual jump–diffusions, we show that the conversion ratio is no longer deterministic under the jump–diffusion. The conversion ratio becomes a stochastic process related to the jump process of the underlying equity and the conditional expectation of the contingent capital at the conversion time. Thus, making the implementation of contingent capital impossible. The best we can hope to practically implement this conversion design, is to give the minimal conversion ratio (at least the portion required to convert) to conform with Basel III.
Authors Siamak Javadi , Weiping Li ORCID , Ali Nejadmalayeri University of WyomingORCID
Journal Info Elsevier BV | International Review of Financial Analysis , vol: 89 , pages: 102798 - 102798
Publication Date 10/1/2023
ISSN 1057-5219
TypeKeyword Image article
Open Access closed Closed Access
DOI https://doi.org/10.1016/j.irfa.2023.102798
KeywordsKeyword Image Jump Diffusion (Score: 0.54584)