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학술저널

A NEW FAMILY OF NEGATIVE QUADRANT DEPENDENT BIVARIATE DISTRIBUTIONS WITH CONTINUOUS MARGINALS

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In this paper, we study a family of continuous bivari-ate distributions that possesses the negative quadrant dependence property and the generalized negatively quadrant dependent F-G-M copula. We also develop the partial ordering of this new parametric family of negative quadrant dependent distributions.

1. Introduction

2. Conditions for negative quadrant dependence

3. A generalized negatively quadrant dependent F-G-M cop-ula

4. The ordering of negative quadrant dependence

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