| Literature DB >> 29233975 |
Martin Schalling1, Andreas Gleiss2, Bettina Gisslinger1, Albert Wölfler3, Veronika Buxhofer-Ausch4, Georg Jeryczynski1, Maria-Theresa Krauth1, Ingrid Simonitsch-Klupp5, Christine Beham-Schmid6, Jürgen Thiele7, Heinz Gisslinger8.
Abstract
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Year: 2017 PMID: 29233975 PMCID: PMC5802530 DOI: 10.1038/s41408-017-0006-y
Source DB: PubMed Journal: Blood Cancer J ISSN: 2044-5385 Impact factor: 11.037
Applying the Bergamo algorithm[15] and a logistic regression model to the Austrian cohort of 359 patients (percentages refer to total number of WHO-ET cases (n = 194) in the upper part of the table and of pre-PMF cases (n = 165) in the lower part)
| WHO-ET ( | True WHO-ET, | False pre-PMF, | Undetermined WHO-ET, |
|---|---|---|---|
| Bergamo algorithm |
| 36 (18.5%) | 70 (36.1%) |
| Expanded Bergamo algorithm |
| 53 (27.3%) | 53 (27.3%) |
| Regression Modelb |
| 44 (22.9%) | 0 (0%) |
The regression model is based on continuous laboratory parameters and splenomegaly. The cutoff in the final model between WHO-ET and pre-PMF is set such that sensitivity and specificity are as close as possible
a True pre-PMF means true positive and gives sensitivity; true WHO-ET means true negative and gives specificity (undetermined cases are included in the denominator for calculating percentages)
b Percentages for regression model are corrected for over-optimism
Fig. 1Boxplots of shrunk predicted pre-PMF probabilities
Horizontal reference line: cut-off for approximately equal sensitivity and specificity at 0.438