Myndigheterna (FDA) ser på det så här.
Skrolla ner lite så kommer MARD rent matematiskt.
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J Diabetes Sci Technol. 2007 Sep; 1(5): 652–668.
Published online 2007 Sep.
PMCID: PMC2769658
Sensors & Algorithms for Continuous Glucose Monitoring
Accuracy Requirements for a Hypoglycemia Detector: An Analytical Model to Evaluate the Effects of Bias, Precision, and Rate of Glucose Change
Sharbel E. Noujaim, Ph.D.,1 David Horwitz, M.D., Ph.D,1 Manoj Sharma, Ph.D.,1 and Joseph Marhoul, Ph.D.2
There has been considerable debate on what constitutes a good hypoglycemia (Hypo) detector and what is the accuracy required from the continuous monitoring sensor to meet the requirements of such a detector. The performance of most continuous monitoring sensors today is characterized by the mean absolute relative difference (MARD), whereas Hypo detectors are characterized by the number of false positive and false negative alarms, which are more relevant to the performance of a Hypo detector. This article shows that the overall accuracy of the system and not just the sensor plays a key role.
A mathematical model has been developed to investigate the relationship between the accuracy of the continuous monitoring system as described by the MARD, and the number of false negatives and false positives as a function of blood glucose rate change is established. A simulation method with N = 10,000 patients is used in developing the model and generating the results.
Based on simulation for different scenarios for rate of change (0.5, 1.0, and 5.0 mg/dl per minute), sampling rate (from 1, 2.5, 5, and 10 minutes), and MARD (5, 7.5, 10, 12.5, and 15%), the false positive and false negative ratios are computed. The following key results are from these computations.
1. For a given glucose rate of change, there is an optimum sampling time.
2. The optimum sampling time as defined in the critical sampling rate section gives the best combination of low false positives and low false negatives.
3. There is a strong correlation between MARD and false positives and false negatives.
4. For false positives of <10% and false negatives of <5%, a MARD of <7.5% is needed.
Based on the model, assumptions in the model, and the simulation on N = 10,000 patients for different scenarios for rate of glucose change, sampling rate, and MARD, it is concluded that the false negative and false positive ratio will vary depending on the alarm Hypo threshold set by the patient and the MARD value. Also, to achieve a false negative ratio <5% and a false positive ratio <10% would require continuous glucose monitoring to have an MARD ≤7.5%.