| Literature DB >> 35937067 |
Ye Tian1,2,3,4, Dong Wang1,2,3,4, Xinjie Zhang1,2,3,4, Huijie Wei1,2,3,4, Yingsheng Wei1,2,3,4, Shuo An1,2,3,4, Chuang Gao1,2,3,4, Jinhao Huang1,2,3,4, Jian Sun1, Rongcai Jiang1,2,3,4, Jianning Zhang1,2,3,4.
Abstract
Background: Chronic subdural hematoma (CSDH) is common in elderly people with a clear or occult traumatic brain injury history. Surgery is a traditional method to remove the hematomas, but it carries a significant risk of recurrence and poor outcomes. Non-surgical treatment has been recently considered effective and safe for some patients with CSDH. However, it is a challenge to speculate which part of patients could obtain benefits from non-surgical treatment. Objective: To establish and validate a new prediction model of self-absorption probability with chronic subdural hematoma. Method: The prediction model was established based on the data from a randomized clinical trial, which enrolled 196 patients with CSDH from February 2014 to November 2015. The following subjects were extracted: demographic characteristics, medical history, hematoma characters in imaging at admission, and clinical assessments. The outcome was self-absorption at the 8th week after admission. A least absolute shrinkage and selection operator (LASSO) regression model was implemented for data dimensionality reduction and feature selection. Multivariable logistic regression was adopted to establish the model, while the experimental results were presented by nomogram. Discrimination, calibration, and clinical usefulness were used to evaluate the performance of the nomogram. A total of 60 consecutive patients were involved in the external validation, which enrolled in a proof-of-concept clinical trial from July 2014 to December 2018.Entities:
Keywords: chronic subdural hematoma; nomogram; non-surgical treatment; prediction model; self-absorption
Year: 2022 PMID: 35937067 PMCID: PMC9355276 DOI: 10.3389/fneur.2022.913495
Source DB: PubMed Journal: Front Neurol ISSN: 1664-2295 Impact factor: 4.086
Figure 1Image examples of the key features of presence of septation (A) and basal ganglia compression (B).
Characteristics of patients with chronic subdural hematoma (CSDH) in the primary and validation cohorts.
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| Age, median (Interquartile range), years | 66.0 (54.0–75.0) | 64.0 (55.5–74.0) | 0.782 | 70.0 (60.0–75.0) | 65.0 (57.0–75.0) | 0.394 |
| Gender (male): no. (%) | 109 (83.8) | 60 (90.9) | 0.175 | 27 (69.2) | 18 (85.7) | 0.160 |
| CSDH with TBI History: no. (%) | 119 (91.5) | 58 (87.9) | 0.413 | 33 (84.6) | 14 (66.7) | 0.200 |
| Hypertension: no. (%) | 23 (17.7) | 12 (18.2) | 0.933 | 9 (23.1) | 8 (38.1) | 0.218 |
| Diabetes mellitus: no. (%) | 5 (3.8) | 8 (12.1) | 0.058 | 4 (10.3) | 4 (19.0) | 0.577 |
| Hyperlipidaemia: no. (%) | 16 (12.3) | 7 (10.6) | 0.726 | 0 (0) | 0 (0) | NA |
| Symptoms | ||||||
| Headache: no. (%) | 92 (70.8) | 44 (66.7) | 0.556 | 28 (71.8) | 13 (61.9) | 0.432 |
| Weakness: no. (%) | 35 (26.9) | 25 (37.9) | 0.116 | 11 (28.2) | 6 (28.6) | 0.976 |
| MGS-GCS score: no. (%) | 0.103 | 0.121 | ||||
| 0 | 1 | 3 | 6 | 1 | ||
| 1 | 120 | 55 | 29 | 14 | ||
| 2 | 9 | 8 | 4 | 6 | ||
| ADL-BI score: median (Interquartile range) | 95.0 (88.8–100.0) | 95.0 (80.0–100.0) | 0.333 | 100.0 (95.0–100.0) | 95.0 (90.0–100.0) | 0.103 |
| Usage of atorvastatin: no. (%) | 71 (54.6) | 27 (40.9) | 0.070 | 39 (100.0) | 21 (100.0) | NA |
| Hematoma volume, median (Interquartile range), ml | 59.1 (36.6–86.0) | 71.9 (51.1–115.5) | 0.003 | 60.1 (43.8–70.1) | 68.7 (47.3–102.0) | 0.032 |
| Thick of hematoma, median (Interquartile range), mm | 15.0 (11.0–19.0) | 15.0 (12.0–20.0) | 0.542 | 10.0 (8.0–12.0) | 15.0 (10.0–18.0) | 0.011 |
| Midline shift distance, median (Interquartile range), mm | 1.0 (0–5.3) | 2.0 (0–7.0) | 0.508 | 2.0 (2.0–4.5) | 2.0 (4.0–6.0) | 0.105 |
| Presence of basal ganglia compress: no. (%) | 27 (20.8) | 24 (36.4) | 0.019 | 5 (12.8) | 11 (52.4) | 0.001 |
| Hematoma location (unilateral hematoma): no. (%) | 99 (76.2) | 40 (60.6) | 0.024 | 31 (79.5) | 13 (61.9) | 0.142 |
| Presence of septate hematoma: no. (%) | 19 (14.6) | 4 (6.1) | 0.079 | 10 (25.6) | 2 (9.5) | 0.250 |
P < 0.05.
Figure 2Texture feature selection using the least absolute shrinkage and selection operator (LASSO) method. (A) Tuning parameter (λ) selection in the LASSO model used 10-fold cross-validation via minimum criteria. The binomial deviance was plotted vs. log (Lambda). Dotted vertical lines were drawn at the optimal values by using the minimum criteria and the 1 standard error of the minimum criteria (the 1-SE criteria). Log (Lambda) −3.809 was chosen (1-SE criteria) according to 10-fold cross-validation. (B) LASSO coefficient profiles of the 15 texture features. A coefficient profile plot was produced against the log (λ) sequence. Vertical line was drawn at the value selected using a 10-fold cross-validation, where optimal λ resulted in 5 nonzero coefficients.
Risk factors for good self-absorption in patients with CSDH by multivariable logistic regression.
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| Intercept | 1.577 | <0.001 | |
| History of diabetes mellitus (8) | −1.185 | 0.306 (0.091–1.028) | 0.055 |
| Presence of septate hematoma (separate) | 1.250 | 3.491 (1.045–11.658) | 0.042 |
| Use of atorvastatin (drug) | 0.475 | 1.609 (0.851–3.041) | 0.143 |
| Hematoma volume (volume) | −0.014 | 0.986 (0.977–0.996) | 0.004 |
| Presence of basal ganglia compress (compress) | −0.627 | 0.534 (0.262–1.087) | 0.084 |
Figure 3Established nomogram. The nomogram was developed in the primary cohort, with a history of diabetes mellitus (8), the use of atorvastatin (drug), hematoma volume (volume), presence of basal ganglia compress (compress), and presence of septate hematoma (separate) incorporated.
Figure 4Calibration curves of the nomogram prediction in each cohort. (A) A calibration curve of the nomogram in the primary cohort. (B) A calibration curve of the nomogram in the validation cohort. Calibration curves depict the calibration of each model in terms of the agreement between the predicted probability of self-absorption and observed outcomes of self-absorption. The y-axis represents the actual self-absorption rate. The x-axis represents the predicted self-absorption probability. The diagonal gray solid line represents a perfect prediction by an ideal model. The thin black solid line represents the performance of the nomogram, of which a closer fit to the diagonal solid line represents a better prediction.
Figure 5A decision curve analysis for the nomogram. The y-axis measures the net benefit. The pink line represents the nomogram. The blue line represents the assumption that all patients have self-absorption. The black line represents the assumption that no patients have self-absorption. The net benefit was calculated by subtracting the proportion of all patients who are false positive from the proportion who are true positive, weighting by the relative harm of forgoing treatment compared with the negative consequences of an unnecessary treatment. The decision curve showed that if the self-absorption probability of a patient >40%, using the nomogram in the current study to predict self-absorption adds more benefit than either assumption that all patients have self-absorption or assumption that no patients have self-absorption.