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ArticleFuzzy approach to the theory of measurement inexactness

Michał K. Urbański2003

Article2003

Fuzzy approach to the theory of measurement inexactness

Michał K. Urbański · Janusz Wa̧sowski

88 citations·0/0 files stored·Measurement

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Scientific Measurement and Uncertainty Evaluation Advanced Algebra and Logic Fuzzy Systems and Optimization

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References

1996Different methods are needed to propagate ignorance and variability 2001A fuzzy approach for the expression of uncertainty in measurement 1983Handbook of Measurement Science

Cited by

2016Fuzzy Arithmetic Risk Analysis Approach to Determine Construction Project Contingency 2012Uncertainty: Only One Mathematical Approach to Its Evaluation and Expression?2012A Review of Relationships Between Possibility and Probability Representations of Uncertainty in Measurement 2005A Comparative Analysis of the Statistical and Random-Fuzzy Approaches in the Expression of Uncertainty in Measurement 2007Expression of Measurement Uncertainty in a Very Limited Knowledge Context: A Possibility Theory-Based Approach 2013The Construction of Joint Possibility Distributions of Random Contributions to Uncertainty 2008Representing and Approximating Symmetric and Asymmetric Probability Coverage Intervals by Possibility Distributions 2013A 2-D Metrology-Sound Probability–Possibility Transformation

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Year2003

Typearticle

Published2003-05-19

VenueMeasurement

ISSN-L0263-2241

Languageen

Citations88

Files0 public / 0

ShelfScientific Measurement and Uncertainty Evaluation

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doi10.1016/s0263-2241(03)00021-6

openalex_workW2017083681

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