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IFCC Working Group Recommendations for Assessing Commutability Part 1: General Experimental Design.
W Greg Miller1, Heinz Schimmel2, Robert Rej3
1Department of Pathology, Virginia Commonwealth University, Richmond, VA; gmiller@vcu.edu.
Commutability ensures reference materials (RMs) accurately reflect clinical sample (CS) results across multiple measurement procedures (MPs). This guide details experimental design for assessing RM commutability, crucial for reliable laboratory testing.
Area of Science:
- Clinical Chemistry
- Laboratory Medicine
- Reference Materials
Background:
- Commutability is key for reference materials (RMs) to accurately reflect clinical sample (CS) behavior across different measurement procedures (MPs).
- Ensuring commutability is vital for RMs used in calibration, trueness control, and external quality assessment to guarantee reliable laboratory results.
Purpose of the Study:
- This report, Part 1 of a series, defines commutability and outlines essential experimental design components for its assessment.
- It aims to guide the selection of clinical samples, qualification of measurement procedures, and criteria for determining commutability.
Main Methods:
- The report details critical experimental design factors for commutability assessment.
- Key considerations include the selection of individual and pooled clinical samples (CSs) and the qualification of measurement procedures (MPs).
- Establishing clear criteria for determining commutability and generalizing findings are also addressed.
Main Results:
- Part 1 focuses on the foundational aspects of commutability assessment, defining the property and its importance.
- It lays the groundwork for subsequent parts by detailing the necessary experimental design considerations.
Conclusions:
- Proper assessment of reference material (RM) commutability is essential for the integrity of laboratory testing and clinical decision-making.
- This foundational report provides critical guidance on experimental design for commutability assessment, paving the way for robust statistical analyses in subsequent parts.
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