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Due to its simplicity and familiarity, the Gaussian copula is popular in calculating risk in collaterized debt obligations, but it imposes asymptotic independence such that extreme events appear to be unrelated. This restriction might be innocuous in normal times, but during extreme events, such...
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Linear correlation is only an adequate means of describing the dependence between two random variables when they are … correlation coefficient becomes just one of many possible ways of summarising the dependence structure between the variables. In … decomposed into its n marginal distributions, and a copula, which completely describes the dependence between the n variables. We …
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the dependence of subindexes under study. The results confirm the leading role of the banking sector in the Polish economy …. The dependence structure of the WIG-banking subindex and other subindexes is, in general, asymmetrical. The links between … suggests the usefulness of Regular Vine Copulas in analyzing dependence structures of a number of financial time series. …
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economic sections were compared among themselves; and with the help of a diffusion analysis, the dependence of the evaluation …
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dependence, without restrictions on marginal properties, by imposing a multi-factorial structure separately on both positive and … negative jumps. Such a new approach provides higher flexibility in calibrating nonlinear dependence than in other comparable … multivariate fit of stock index returns in terms of both linear and nonlinear dependence. An example of multi-asset option pricing …
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