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In a second step, continuous target variables were analyzed with multivariate linear models and adjusted means were given as least square means (LS-means).
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That means being given money, or making money, or both, which has never been more difficult.
Some applications to special means are given.
The means are given in Table 1.
The main properties of these means are given in [1].
The corresponding Cauchy means are given by (3.9).
Furthermore, some applications in connection with random variable, trapezoidal formula, and special means are given.
The main properties of the Stolarsky means are given in the following assertion.
The standard examples of means are given in the following, see [5 24] for instance.
We define and as continuous random variables with negative exponential distributions whose means are given by and.
Means are given ±SEM.
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