Luca Mari Mark Wilson Andrew Maul Mari Measurement Across the Sciences

Measurement Across the Sciences

von Luca Mari Mark Wilson Andrew Maul

Developing a Shared Concept System for Measurement

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Beschreibung

This open access book proposes a conceptual framework for understanding measurement across a broad range of scientific fields and areas of application, such as physics, engineering, education, and psychology. It addresses contemporary issues and controversies within measurement in light of the framework, including operationalism, definitional uncertainty, and the relations between measurement and computation, and describes how the framework, operating as a shared concept system, supports understanding measurement’s work in different domains, using examples in the physical and human sciences.

This revised and expanded second edition features a new analysis of the analogies and the differences between the error/uncertainty-related approach adopted in physical measurement and the validity-related approach adopted in psychosocial measurement. In addition, it provides a better analysis and presentation of measurement scales, in particular about their relations with quantity units, and introduces the measurand identification/definition as a part of the "Hexagon Framework" along with new examples from the physical and psychosocial sciences. Researchers and academics across a wide range of disciplines including biological, physical, social, and behavioral scientists, as well as specialists in measurement and philosophy appreciate the work’s fresh and provocative approach to the field at a time when sound measurements of complex scientific systems are increasingly essential to solving critical global problems.
This open access book proposes a conceptual framework for understanding measurement across a broad range of scientific fields and areas of application, such as physics, engineering, education, and psychology. It addresses contemporary issues and controversies within measurement in light of the framework, including operationalism, definitional uncertainty, and the relations between measurement and computation, and describes how the framework, operating as a shared concept system, supports understanding measurement’s work in different domains, using examples in the physical and human sciences.

This revised and expanded second edition features a new analysis of the analogies and the differences between the error/uncertainty-related approach adopted in physical measurement and the validity-related approach adopted in psychosocial measurement. In addition, it provides a better analysis and presentation of measurement scales, in particular about their relations with quantity units, and introduces the measurand identification/definition as a part of the "Hexagon Framework" along with new examples from the physical and psychosocial sciences. Researchers and academics across a wide range of disciplines including biological, physical, social, and behavioral scientists, as well as specialists in measurement and philosophy appreciate the work’s fresh and provocative approach to the field at a time when sound measurements of complex scientific systems are increasingly essential to solving critical global problems.

Is open access, which means that you have free and unlimited access Features a new analysis of the error/uncertainty-related approach in physical measurement Proposes a unified view of measurement across physical and human sciences and applications Critiques philosophies of measurement in light of broader philosophical issues such causality, and objectivity

Autor*in

Luca Mari

Themen in »Measurement Across the Sciences«

Philosophy of Measurement Psychometrics Performance Measurement Performance Management Physical and Social Measurement Physical and Non-physical Measurment Physical and Mental Measurement Open Access Data-driven Science, Modeling and Theory Building Open Access

Stimmen zu »Measurement Across the Sciences«

Details

ISBN: 9783031224508
Verlag: Springer International Publishing
Erscheinung: 26.02.2023

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