Optimal non-proportional reinsurance under VaR: the cedant point of view

DSpace/Manakin Repository

Show simple item record

dc.contributor.advisor Ferretti, Paola it_IT
dc.contributor.author Margoni Bastian, Mattia Michael <1992> it_IT
dc.date.accessioned 2017-10-09 it_IT
dc.date.accessioned 2018-04-17T13:39:03Z
dc.date.available 2018-04-17T13:39:03Z
dc.date.issued 2017-10-25 it_IT
dc.identifier.uri http://hdl.handle.net/10579/11924
dc.description.abstract This paper describes the main characteristics of reinsurance distinguishing between facultative and obligatory arrangements and analysing proportional and non-proportional forms thereof. Assuming that both the cedant and the reinsurer are obliged to pay more for larger losses and that the premium principle has to satisfy three basic axioms, it is shown that the limited stop-loss reinsurance is always optimal under VaR risk measure. Furthermore, an empirical analysis is provided for different distributions of the loss random variable. it_IT
dc.language.iso en it_IT
dc.publisher Università Ca' Foscari Venezia it_IT
dc.rights © Mattia Michael Margoni Bastian, 2017 it_IT
dc.title Optimal non-proportional reinsurance under VaR: the cedant point of view it_IT
dc.title.alternative Optimal non-proportional reinsurance under VaR: the cedant point of view it_IT
dc.type Master's Degree Thesis it_IT
dc.degree.name Economia e finanza - economics and finance it_IT
dc.degree.level Laurea magistrale it_IT
dc.degree.grantor Dipartimento di Economia it_IT
dc.description.academicyear 2016/2017, sessione autunnale it_IT
dc.rights.accessrights openAccess it_IT
dc.thesis.matricno 860986 it_IT
dc.subject.miur SECS-S/06 METODI MATEMATICI DELL'ECONOMIA E DELLE SCIENZE ATTUARIALI E FINANZIARIE it_IT
dc.description.note it_IT
dc.degree.discipline it_IT
dc.contributor.co-advisor it_IT
dc.date.embargoend it_IT
dc.provenance.upload Mattia Michael Margoni Bastian (860986@stud.unive.it), 2017-10-09 it_IT
dc.provenance.plagiarycheck Paola Ferretti (ferretti@unive.it), 2017-10-23 it_IT


Files in this item

This item appears in the following Collection(s)

Show simple item record