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The probability of Y n falling into some arbitrary interval [a b] can be expressed by a multivariate spherically symmetric distribution.
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The multivariate spherically symmetric Laplace (SSL) distribution proposed in [14] is probably the most widely.
First, the multivariate distribution of the asset returns is fitted by a multivariate distribution.
Risk factors were evaluated by a multivariate logistic regression model.
All these techniques are strongly supported by a multivariate approach.
The impact on duration of stay was estimated by a multivariate Poisson regression.
Therefore, the distribution of market returns is fitted by a multivariate distribution.
Data were analysed by a multivariate logistic model.
By using a multivariate linear regression analysis, we corrected for these differences.
Odds ratio and 95% confidence intervals were calculated, by using a multivariate logistic regression analysis.
The covariables were selected by stepwise algorithm in a multivariate model.
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