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Quality Assured Measurement [E-Book] : Unification across Social and Physical Sciences / by Leslie Pendrill.

This book presents a general and comprehensive framework for the assurance of quality in measurements. Written by a foremost expert in the field, the text reflects an on-going international effort to extend traditional quality assured measurement, rooted in fundamental physics and the SI, to include...

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Personal Name(s): Pendrill, Leslie, author
Edition: 1st edition 2019.
Imprint: Cham : Springer, 2019
Physical Description: XIII, 241 pages 98 illustrations, 46 illustrations in color (online resource)
Note: englisch
ISBN: 9783030286958
DOI: 10.1007/978-3-030-28695-8
Series Title: Springer Series in Measurement Science and Technology
Subject (LOC):
Econophysics.
Industrial safety.
Measurement   .
Physical measurements.
Psychometrics.
Quality control.
Reliability.
Sociology-Research.
Sociophysics.
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This book presents a general and comprehensive framework for the assurance of quality in measurements. Written by a foremost expert in the field, the text reflects an on-going international effort to extend traditional quality assured measurement, rooted in fundamental physics and the SI, to include non-physical areas such as person-centred care and the social sciences more generally. Chapter by chapter, the book follows the measurement quality assurance loop, based on Deming's work. The author enhances this quality assurance cycle with insights from recent research, including work on the politics and philosophy of metrology, the new SI, quantitative and qualitative scales and entropy, decision risks and uncertainty when addressing human challenges, Man as a Measurement Instrument, and Psychometry and Person-centred care. Quality Assured Measurement: Unification across Social and Physical Sciences provides students and researchers in physics, chemistry, engineering, medicine and the social sciences with practical guidance on designing, implementing and applying a quality-assured measurement while engaging readers in the most novel and expansive areas of contemporary measurement research. .

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