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Asymptotic normality of linear combinations of functions of order statistics in the non - I. I. D. case

By:

Ruymgaart, F. H [Author]

Material type: Text

Text

TextPublication details: Nijmegen: Catho,lic University, Department of Mathematics, 1977.Description: 21p.: 29cmSubject(s):

Combinations

LOC classification:

MATH QA3.R46 no.7709

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Item type	Current library	Collection	Call number	Status	Date due	Barcode
Research Report	Directorate of Library Services (UDSM)	Mathematics Department	MATH QA3.R46 no.7709 (Browse shelf(Opens below))	Available		000000201977

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Previous	MATH QA3.R46 no.7705 Locally compact semigroups and continuous translations of measures	MATH QA3.R46 no.7706 Emenciated sets and measure with continuous translations	MATH QA3.R46 no.7707 The discriminant of a real simple singularity	MATH QA3.R46 no.7709 Asymptotic normality of linear combinations of functions of order statistics in the non - I. I. D. case	MATH QA3.R46 no.7709 Asymptotic normality of multivariate linear rank statistics in the non - I. I. D. case	MATH QA3.R46 No.7711 On the differential operators on the quasi - affine variety GN	MATH QA3.R46 no.7712 Surgery on products I	Next

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