| Literature DB >> 35153970 |
Jigang Chen1,2, Xin Tong1,2, Xin Feng3, Fei Peng1,2, Hao Niu1,2, Mingyang Han4, Lang Liu4, Yuanli Zhao5, Daming Wang3, Yuesong Pan6,7, Aihua Liu1,2,7.
Abstract
BACKGROUND: Unruptured small aneurysms with a size of <7 mm were often followed conservatively. However, it is unknown whether unruptured small multiple intracranial aneurysms (MIAs) are better to be prophylactically treated or conservatively followed.Entities:
Keywords: comparative effectiveness analysis; endovascular therapy; multiple intracranial aneurysms; real-world data; small aneurysm
Year: 2022 PMID: 35153970 PMCID: PMC8830354 DOI: 10.3389/fneur.2021.736127
Source DB: PubMed Journal: Front Neurol ISSN: 1664-2295 Impact factor: 4.003
Input parameters of the decision analytic model.
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| Growth rate of small aneurysm | 0.026 | 0.017–0.04 | Beta | ( |
| Rupture rate of small nongrowing aneurysm | 0.005 | 0.003–0.009 | Beta | ( |
| Rupture rate of small growing aneurysm | 0.063 | 0.01–0.22 | Beta | ( |
| Risk ratio of growing in MIAs compared with single aneurysm | 3.47 | 1.87–6.45 | Lognormal SD: 1.15 | ( |
| Risk ratio of rupturing in MIAs compared with single aneurysm | 2.08 | 1.46–2.96 | Lognormal SD: 0.25 | ( |
| Rate of | 0.003 | 0.002–0.004 | Beta | ( |
| Risk ratio of | 3.92 | 1.95–7.87 | Lognormal SD: 0.99 | ( |
| Proportion of mild disability after treating one aneurysm | 0.016 | 0–0.037 | Beta | MIAs database |
| Proportion of moderate to severe disability after treating one aneurysm | 0.047 | 0.01–0.083 | Beta | MIAs database |
| Mortality after treating one aneurysm | 0 | 0–0.005 | Beta | MIAs database |
| Proportion of mild disability after treating two aneurysms | 0.032 | 0–0.067 | Beta | MIAs database |
| Proportion of moderate to severe disability after treating two aneurysms | 0.053 | 0.008–0.098 | Beta | MIAs database |
| Mortality after treating two aneurysms | 0.011 | 0–0.031 | Beta | MIAs database |
| Proportion of mild disability after aneurysmal SAH | 0.15 | 0.13–0.17 | Beta | ( |
| Proportion of moderate to severe disability after aneurysmal SAH | 0.09 | 0.07–0.11 | Beta | ( |
| Mortality after aneurysmal SAH | 0.35 | 025–0.45 | Beta | ( |
| Risk ratio of death in mild disability compared with general population | 2.02 | 1.7–2.4 | Lognormal | ( |
| Risk ratio of death in moderate to severe disability compared with general population | 4.46 | 4.05–4.91 | Lognormal | ( |
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| Full recovery | 1 | |||
| Mild disability | 0.72 | 0.65–0.80 | Triangle | ( |
| Moderate to severe disability | 0.41 | 0.25–0.65 | Triangle | ( |
| SAH | 0.64 | 0.52–0.71 | Triangle | ( |
| Coiling procedure | 5% disutility | ( | ||
MIAs, multiple intracranial aneurysms; SD, standard deviation; SAH, subarachnoid hemorrhage.
Comparison among patients who had one aneurysm treated and both aneurysms treated.
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| Age (years), mean (SD) | 56.67 ± 9.72 | 55.04 ± 10.29 | 0.087 |
| Female, | 84 (65.1) | 63 (66.3) | 0.852 |
| Hypertension, | 63 (48.8) | 46 (48.4) | 0.951 |
| Hyperglycemia, | 18 (14.0) | 15 (15.8) | 0.702 |
| Hyperlipidemia, | 25 (19.4) | 25 (26.3) | 0.218 |
| Coronary heart disease, | 12 (9.3) | 14 (14.7) | 0.210 |
| History of stroke, | 18 (14.0) | 17 (17.9) | 0.422 |
| Smoking, | 32 (24.8) | 15 (15.8) | 0.101 |
| Alcohol, | 17 (13.2) | 10 (10.5) | 0.547 |
| Aneurysm location, | 0.433 | ||
| Anterior cerebral artery | 5 (1.9) | 4 (2.1) | |
| Anterior communicating artery | 19 (7.4) | 10 (5.3) | |
| Internal carotid artery | 194 (75.2) | 159 (83.7) | |
| Middle cerebral artery | 18 (7.0) | 7 (3.7) | |
| Posterior cerebral artery | 2 (0.8) | 2 (1.1) | |
| Basilar artery | 11 (4.3) | 6 (3.2) | |
| Vertebral artery | 5 (1.9) | 2 (1.1) | |
| Posterior inferior cerebellar artery | 4 (1.6) | 0 | |
| Irregular aneurysm shape, | 89 (34.5) | 58 (30.5) | 0.376 |
| Aneurysm size (mm), mean (SD) | 4.14 ± 1.40 | 4.35 ± 1.25 | 0.097 |
| Follow-up times (months), mean (SD) | 29.52 ± 22.96 | 33.56 ± 22.75 | 0.065 |
SD, standard deviation.
Figure 1Tornado diagram. The effect of variation of each parameter on the expected value is presented on each bar. The dark line within the bar represents the alteration of the optimal strategy. EV, expected value.
Figure 2(A–D) One-way sensitivity analyses. The light-dark line represents the threshold. The deep-dark line represents the base case value.
Figure 3(A,B) Two-way sensitivity analyses. The dark line represents the base case value. The different color areas represent different optimal strategies.