Uncertainty of measurement: an immunology laboratory perspective

Sarah C Beck1, Robert J Lock2

  • 1Department of Immunology, Peterborough and Stamford's NHS Foundation Trust, Peterborough, UK.

Insights

Determining measurement uncertainty is crucial for all lab tests. This study explores challenges in quantifying uncertainty for qualitative and semi-quantitative immunology assays, offering strategies to minimize it.

Area of Science:

  • Clinical Laboratory Science
  • Immunology
  • Measurement Science

Background:

  • ISO15189 mandates measurement uncertainty determination for patient sample analyses.
  • Numeric data allows uncertainty expression via standard deviation or coefficient of variation.
  • Immunology assays often yield semi-quantitative (e.g., antibody titre) or qualitative (positive/negative) results, complicating uncertainty assessment.

Purpose of the Study:

  • To explore the challenges of determining measurement uncertainty in immunology.
  • To identify strategies for minimizing uncertainty in qualitative and semi-quantitative assays.
  • To highlight the applicability of these challenges to other disciplines with similar data types.

Main Methods:

  • Review of parameters contributing to measurement uncertainty (bias, precision, sensitivity, specificity, etc.).
  • Discussion of the difficulties in quantifying uncertainty for non-numeric results.
  • Exploration of strategies to minimize uncertainty in immunological assays.

Main Results:

  • Quantifying measurement uncertainty is significantly more difficult for qualitative and semi-quantitative assays compared to numeric ones.
  • Several parameters, including bias, precision, repeatability, and reproducibility, influence measurement uncertainty.
  • Traceability and standardization are critical for managing uncertainty.

Conclusions:

  • Addressing measurement uncertainty in immunology requires specific strategies, particularly for qualitative and semi-quantitative data.
  • The challenges and strategies discussed are relevant to other scientific fields dealing with non-numeric data.
  • Minimizing uncertainty is achievable through careful consideration of influencing parameters and appropriate methodologies.

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