The "Foundations of Measurement" series is a groundbreaking collection of volumes that provide a comprehensive framework for quantitative measurement in various scientific fields.

This series, authored by renowned experts in the field, offers a rigorous and systematic approach to measuring complex structures and phenomena.

With a focus on formal foundations, these volumes establish the mathematical basis for assigning numbers to objects based on their structural correspondence. The first volume introduces the fundamental results that enable numerical representations of qualitative structures, while subsequent volumes expand upon these ideas to cover geometrical, threshold, and probabilistic representations.

The series culminates in a detailed examination of representation through axiomatization and invariance. Whether you're a researcher in need of a reliable measurement framework or an educator seeking to introduce students to the principles of quantitative measurement, this series is an essential resource.

With its comprehensive coverage and rigorous approach, "Foundations of Measurement" will become your go-to guide for all things related to measurement science.