基于成像物理模型与流形结构的自监督磁共振指纹参数量化方法
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李晓迪, 纪雨萍, 胡悦
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Self-supervised Magnetic Resonance Fingerprint Parameter Quantization Method Based on Imaging Physical Model and Manifold Structure
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LI Xiaodi, JI Yuping, HU Yue
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表1 不同方法在BrainWeb测试集上的参数量化性能对比(均值±标准差)
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Table 1 Comparison of parameter quantization performance of different methods on the BrainWeb test set (mean ± standard deviation)
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| 方法 | T1 | T2 | | NMSE | SSIM | PSNR | NMSE | SSIM | PSNR | | SCQ[16] | 0.0071±0.0006 | 0.9809±0.0044 | 30.91±0.7194 | 0.0264±0.0039 | 0.9345±0.0168 | 25.37±0.7681 | | SPR[15] | 0.0081±0.0007 | 0.9800±0.0043 | 30.32±0.4961 | 0.0181±0.0046 | 0.9526±0.0147 | 27.24±1.1641 | | CONV-ICA[29] | 0.0060±0.0005 | 0.9842±0.0029 | 31.63±0.5046 | 0.0179±0.0025 | 0.8704±0.0502 | 27.21±0.3463 | | EI[30] | 0.0144±0.0058 | 0.9783±0.0036 | 28.15±1.7734 | 0.0385±0.0088 | 0.9019±0.0168 | 22.19±2.1771 | | NLEI[19] | 0.0147±0.0038 | 0.9755±0.0036 | 27.87±1.0816 | 0.0184±0.0016 | 0.9725±0.0031 | 27.06±0.4581 | | Distilled SPQ (本文方法) | 0.0099±0.0030 | 0.9800±0.0030 | 29.60±1.2653 | 0.0172±0.0021 | 0.9003±0.0512 | 27.54±0.3693 |
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