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The space \(\tilde D_ k\) land weak convergence for the rectangle-indexed processes under mixing - MaRDI portal

The space \(\tilde D_ k\) land weak convergence for the rectangle-indexed processes under mixing (Q2640990)

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The space \(\tilde D_ k\) land weak convergence for the rectangle-indexed processes under mixing
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    The space \(\tilde D_ k\) land weak convergence for the rectangle-indexed processes under mixing (English)
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    1990
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    The authors generalize the Skorokhod topology to a space of functions on a set of rectangles. They also establish weak convergence of the weighted empirical process indexed by rectangles under weak and strong mixing conditions.
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    Skorokhod topology
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    weighted empirical process
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    weak and strong mixing conditions
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