LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE

Belenky, Vitaly; Zaslavskiy, Aleksey

RAS PresidiumОбщество и экономика Obshchestvo i ekonomika

ISSN (Print) 0207-3676

ISSN (Online) 3034-5987

LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE

PII

S042473880000616-6-1

DOI

10.7868/S0000616-6-1

Publication type

Article

Status

Published

Authors

Vitaly Belenky

Aleksey Zaslavskiy

Volume/ Edition

Volume 47 / Issue 3

Pages

80-93

Abstract

Invariant theory of fi ducial probabilities is based on Fishers heuristic inversity idea. Search for foundation of this idea is an actual problem until today. Authors formulate logically clear inertness principle: random values which are free a priory must also to be free a posteriory. It is shown that this principle may be accepted to the logic basis for fi ducial theory as a whole.

Keywords

invariant families of distribution, free random values, fi ducial probabilities, inertness principle

Date of publication

01.07.2011

Year of publication

2011

Number of purchasers

Views

932

References

GOST	Belenky V., Zaslavskiy A. LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE // Economics and the Mathematical Methods. – 2011. – V. 47. – Issue 3 C. 80-93 .
MLA	Belenky, Vitaly, Zaslavskiy, Aleksey "LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE." Economics and the Mathematical Methods. 47.3 (2011).:80-93.
APA	Belenky V., Zaslavskiy A. (2011). LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE. Economics and the Mathematical Methods. vol. 47, no. 3, pp.80-93

RAS PresidiumОбщество и экономика Obshchestvo i ekonomika

LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE

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RAS PresidiumОбщество и экономика Obshchestvo i ekonomika

LOGICAL BASIS FOR FI DUCIAL PROBABILITIES THEORY: INERTNESS PRINCIPLE

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