Convergence and Remainder Terms in Linear Rank Statistics.

Bergstrom, Harold; Puri, Madan L.

Convergence and Remainder Terms in Linear Rank Statistics.

Active / Technical Report | Accession Number: ADA037766 |

Abstract:

A new approach to the asymptotic normality of simple linear rank statistics for the regression case is provided along with the estimation of the remainder terms in the approximation to normality.

Author(s):

Bergstrom, Harold ; Puri, Madan L.

Author Organization(s):

INDIANA UNIV BLOOMINGTON DEPT OF MATHEMATICS

Descriptive Note:

Interim rept.,

Supplementary Note:

DOI: 10.21236/ADA037766

Pagination:

0023

Security Markings

DOCUMENT & CONTEXTUAL SUMMARY

Distribution:

Approved For Public Release

RECORD

Collection: TR

Identifying Numbers

Report Number(s):

AFOSR-TR-77-0168

Contract/Grant Number(s):

AF-AFOSR-2927-76

Task Number(s):

A5

Project Number(s):

2304

Monitor Series:

TR-77-0168

Subject Terms

Joint Capability Areas:

JCA_1.2_Force Preparation; JCA_1_Force Support

Communities of Interest:

C4I

Descriptor(s):

*ASYMPTOTIC NORMALITY, *RANK ORDER STATISTICS, ESTIMATES, APPROXIMATION(MATHEMATICS), POLYNOMIALS, CONVERGENCE, LINEAR REGRESSION ANALYSIS, THEOREMS

Field(s)/Group(s):

Statistics and Probability

Keyword(s):

WUAFOSR2304A5, PE61102F

Report Date:

1976 Jan 01