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Singular components of shock model copulasKošir, Tomaž, 1962- ; Omladič, MatjažPredstavimo nov pristop k študiju singularnih komponent za družine kopul, ki so porojene z udari. Te kopule so pomembne v uporabi. Posvetimo se trem družinam takih kopul: Marshallovim kopulam (ki so ... imenovane tudi Marshall-Olkinove kopule), zrcalnim maksmin kopulam (RMM na kratko) in maksmin kopulam. Navkljub splošnemu prepričanju, da so kopula porojene z udari vselej singularne, pokažemo, da ne drži. V članku podamo primere absolutno zveznih kopul tako med RMM kopulami, kot med maksmin kopulami. Primeri absolutno zveznih maksmin kopul verjetno prej še niso bili objavljeni.Source: Journal of computational and applied mathematics. - ISSN 0377-0427 (Vol. 400, Jan. 2022, art. 113749 (14 str.))Type of material - article, component part ; adult, seriousPublish date - 2022Language - englishCOBISS.SI-ID - 76710915
Author
Košir, Tomaž, 1962- |
Omladič, Matjaž
Topics
kopula |
modeliranje odvisnosti |
max in min kopule |
transformacije porazdelitvenih funkcij |
preživetvena analiza |
modeli udarov |
copula |
dependence concepts |
max and min copulas |
transformations of distribution functions |
survival analysis |
shock models
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source: Journal of computational and applied mathematics. - ISSN 0377-0427 (Vol. 400, Jan. 2022, art. 113749 (14 str.))
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Database name | Field | Year |
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Košir, Tomaž, 1962- | 08398 |
Omladič, Matjaž | 09573 |
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