26th IFCC-EFLM EuroMedLab Congress, Brussels, Belçika, 18 - 22 Mayıs 2025, ss.1, (Özet Bildiri)
Aim: Various methods are
proposed for indirect reference interval calculation, also known as
the indirect method for establishing reference intervals (RI)s. Many indirect methods assume that test data follows a
normal distribution or attempt to transform non-normally distributed data into
a normal distribution using techniques like Box-Cox. This approach can be
problematic in calculating RIs, particularly for tests with skewed
distributions. In this study, we aimed to compare the RIs obtained using our
advanced algorithmic model in two different moderately and highly skewed
datasets with those generated by the Refiner and Kosmic models.
Materials and Methods: Firstly, a moderately
skewed dataset (test1) contains 100,000 simulated measurements, with the
majority (90%) being non-pathological (np) were employed. Ground Truth (GT) for
RI was 10-50 (2.5% perc., 97.5% perc). Secondly, a highly skewed dataset (test2) consists of 50,000
simulated measurements where the majority of the values are heavily
concentrated in the lower range with 60% np samples being adopted. GT for
test2’s RI was 59.8 to 160. A novel method (EazyRI), coded in Python 3.6, utilizes
distribution theory to better model the skewed data and obtain precise RIs by
using peak detection and distribution fitting is utilized. RIs of the datasets
were calculated, and hence compared by Kosmic, Refiner and EazyRI.
Results: The np ratios (%)
determined by RefineR for test1 and test2 were 91 and 66, respectively, while
these values were 91 and 62 in EazyRI. For test1 with a GT of 10–50, the RIs
determined by Kosmic, RefineR, and EazyRI were 9.8–49.77, 9.62–49.5, and
10–49.63, respectively. For test2 with a GT of 59.8–160, Kosmic could not
calculate an RI, while RefineR and EazyRI produced RIs of 32.73–147.8 and
53.12–151.21, respectively.
Conclusion: EazyRI showed similar
np separation capability to RefineR in the moderately skewed dataset, whereas
its np separation performance was observed to be superior in the highly skewed
dataset. Notably, in the highly skewed dataset, EazyRI produced a lower reference
limit that was closer to the GT. EazyRI's distribution theory approach
demonstrated superior performance in both np separation and RI calculation in
the highly skewed dataset.
Keywords: EazyRI,
reference interval, indirect method, algorithm, distribution theory,
skewed data.