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Moreover, d G ≤ d G s ≤ 2 d G.
(d) G is open-valued. .
(d) G is closed-valued. .
$$\end{documentt} D G = ∂ G bound ∂ G.
Here G ¯ = D G - 1 2 G D G - 1 2, and D G is a diagonal matrix with diagonal elements D G = ∑ j G i, j.
Diagonals of D g can be calculated in at least three ways (D g 1, D g 2, and D g 3).
Thus, we have d(G) = d(G), and the sampling is uniform.
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(d-g, Additional file 10).
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