| Literature DB >> 30463572 |
Kenny L De Meirleir1, Tatjana Mijatovic2, Krishnamurthy Subramanian3, Karen A Schlauch4, Vincent C Lombardi5.
Abstract
BACKGROUND: Myalgic encephalomyelitis (ME) is a complex and debilitating disease that often initially presents with flu-like symptoms, accompanied by incapacitating fatigue. Currently, there are no objective biomarkers or laboratory tests that can be used to unequivocally diagnosis ME; therefore, a diagnosis is made when a patient meets series of a costly and subjective inclusion and exclusion criteria. The purpose of the present study was to evaluate the utility of four clinical parameters in diagnosing ME.Entities:
Keywords: Chronic fatigue; Diagnostic; IL-8, PGE2; ME/CFS; sCD14, CD57
Mesh:
Year: 2018 PMID: 30463572 PMCID: PMC6249861 DOI: 10.1186/s12967-018-1696-z
Source DB: PubMed Journal: J Transl Med ISSN: 1479-5876 Impact factor: 5.531
Demographic information and clinical values for the respective study groups
| Age range | Age mean | CD57 (cells/mL) | sCD14 (ng/mL) | PGE2 | IL-8 (pg/mL) | |
|---|---|---|---|---|---|---|
| Reference range: | 60–360 | 1430–2800 | 0.1–2.81* | 0–15 | ||
| Female controls (N = 70) | 14–86 | 44.5 | 76 | 2654 | 1.83 | 13 |
| Female cases (N = 69) | 16–68 | 44 | 46 | 3425 | 7.97 | 1156 |
| Male controls (N = 70) | 18–70 | 43.5 | 103 | 2365 | 4.00 | 14 |
| Male cases (N = 71) | 15–67 | 43 | 58 | 2918 | 11.80 | 697 |
* PGE2 values are given as a ratio to a reference range median; ranges are for females (top) and males (bottom)
CART analysis summary of ME cases and healthy controls
| Actual class | Total class | Percent correct (%) | Predicted classes | |
|---|---|---|---|---|
| ME case | Control | |||
| N = 139 | N = 141 | |||
| Case | 140 | 89.29 | 125 | 15 |
| Control | 140 | 90.00 | 14 | 126 |
| Total | 280 | |||
| Average | 89.64 | |||
| Overall correct | 89.64 | |||
| Specificity | 90.00 | |||
| Sensitivity | 89.29 | |||
| Precision | 89.93 | |||
| F1 statistic | 89.61 | |||
Fig. 1Decision tree produced using CART analysis. Each node represents a split value of the independent variable, which determines the optimal number cases or controls predicted by the analysis. Colored boxes represent the terminal point of the decision metric. Blue boxes represent cases and red boxes represent controls. A comprehensive version of the decision tree, which defines the predictive algorithm, is presented as Additional file 1: Figure S1