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Equivalence of Network Structures in Networks of Random Variables with Known and Unknown Shift Parameter

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ARTICLE DOWNLOAD

Equivalence of Network Structures in Networks of Random Variables with Known and Unknown Shift Parameter

10$

P. A. Koldanov 

It is proved that a sign network with an elliptical distribution with known shift parameter is equivalent to a sign network with elliptical distribution with unknown shift parameter estimated by sample mean. This result is proved for the case of independent identically distributed observations and for the case of sample from a matrix elliptically contoured distribution with any dependence between observations.

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Year 2020
Language English
Format PDF
DOI 10.1007/s10958-020-04863-5