RO  EN
IMI/Publicaţii/CSJM/Ediţii/CSJM v.25, n.2 (74), 2017/

Comparison of the maximal inaccuracies for two experiments

Authors: Kiril Kolikov, Radka Koleva, Yordan Epitropov, Corlat Andrei
Keywords: indirectly measurable variable; maximal ab- solute inaccuracy; maximal relative inaccuracy; dimensionless scale.

Abstract

In this paper we refine and generalize some previous our re- sults on the inaccuracy (error) theory. We define conditions, which characterize different types of functions. Via these functi- ons an indirectly measurable variable Y can be analytically repre- sented. We also present criteria for comparison of the maximal absolute and relative inaccuracies of the indirectly measurable variable Y in the first and in the second order for two experi- ments. We correct some of our previous conclusions regarding the application of the dimensionless scale for evaluation of the quality of an experiment. Furthermore we give two numerical contra examples.

Kiril Kolikov
Plovdiv University “Paisii Hilendarski”, 24 Tzar Assen Str., 4000 Plovdiv, Bulgaria
E–mail: kolikov@uni-plovdiv.bg
Yordan Epitropov
Plovdiv University “Paisii Hilendarski”, 24 Tzar Assen Str., 4000 Plovdiv, Bulgaria
E-mail:
Radka Koleva
University of Food Technologies (UFT), 26 Maritsa Blvd, 4000 Plovdiv, Bulgaria
E-mail:

Andrei Corlat
Institute of Mathematics and Computer Science of ASM,
5, Academiei street, Chisinau, Republic of Moldova, MD 2028,
E-mail:

Fulltext

Adobe PDF document0.13 Mb