Ahdi Alieh, Ensworth Alex, Schulz Bretta Russell, MacMillan Erin, Mirian Maryam S, Vahabie Abdol-Hossein, Laule Cornelia, Nygaard Haakon B, Setaredan Seyed Kamaledin, McKeown Martin J
School of Electrical and Computer Engineering, University of Tehran, Tehran, Iran.
Physics & Astronomy, University of British Columbia, Vancouver, Canada.
Comput Biol Med. 2025 Mar;187:109806. doi: 10.1016/j.compbiomed.2025.109806. Epub 2025 Feb 8.
Proton magnetic resonance spectroscopy (H-MRS) is a valuable non-invasive method for quantifying brain metabolites. Most MRS spectra are pre-processed by taking the mean of several single-acquisition transients, ultimately resulting in peaks associated with biologically significant molecules. However, simply taking the mean of the transients is prone to errors due to outliers and the non-independence of sequential data acquisitions. Furthermore, this approach cannot identify whether peaks corresponding to different metabolites tend to co-vary across acquisitions. Averaging also assumes a single underlying true signal that is variably corrupted with noise. In this study, we propose a novel analytic approach that models each transient as a combination of deterministic components. This method allows for the extraction of distinct orthogonal components of the MRS spectrum that variably contribute to each transient signal. First, complex Empirical Mode Decomposition (EMD) is applied to extract intrinsic mode functions from the free induction decay (FID) signals. Subsequently, Multiset Canonical Correlation Analysis (MCCA) is employed to obtain the linear combination of intrinsic mode functions from each FID signal that produce the most consistent temporal waveforms across all transients. We applied this method to time-domain H-MRS data from 21 Alzheimer's disease (AD) subjects. Using the MCCA method, three significant orthogonal components were extracted. Regression analyses revealed that each of these components significantly contributed to the transient signals. To interpret the isolated spectra contained in the MCCA components, we utilized the LCModel program. The first component was qualitatively similar to the grand mean spectrum but demonstrated a dramatic 40.7 % increase in signal-to-noise ratio (SNR; p < 0.001). This component also exhibited lower Cramer-Rao Lower Bound (CRLB) values and statistically significant differences in the concentrations of key metabolites, including N-acetyl aspartate (NAA), myo-inositol (mI), and glutamate (Glu) (p < 0.05). The second component contained similar peak values to the first, except for the NAA peak. A judicious combination of the first two components enabled selective variability in the NAA peak height across transients. The third component primarily extracted peaks related to total creatine (tCr) and total choline (tCho). These findings indicate that H-MRS spectra consist of a combination of deterministic components. By isolating these components, the signal-to-noise ratio (SNR) of the spectra is enhanced, and the Cramer-Rao Lower Bound (CRLB) values for most metabolites are improved. This approach offers a novel framework for increasing the utility of H-MRS in both clinical and research applications.
质子磁共振波谱(H-MRS)是一种用于定量脑代谢物的有价值的非侵入性方法。大多数MRS谱通过对几个单次采集瞬态信号取平均值进行预处理,最终得到与具有生物学意义的分子相关的峰。然而,由于异常值和连续数据采集的非独立性,简单地对瞬态信号取平均值容易出错。此外,这种方法无法识别对应于不同代谢物的峰在多次采集过程中是否倾向于共同变化。平均法还假定存在一个单一的潜在真实信号,该信号会被噪声以不同方式干扰。在本研究中,我们提出了一种新颖的分析方法,将每个瞬态信号建模为确定性成分的组合。该方法允许提取MRS谱中对每个瞬态信号有不同贡献的不同正交成分。首先,应用复经验模态分解(EMD)从自由感应衰减(FID)信号中提取本征模态函数。随后,采用多集典型相关分析(MCCA)从每个FID信号中获得本征模态函数的线性组合,这些组合在所有瞬态信号中产生最一致的时间波形。我们将此方法应用于21名阿尔茨海默病(AD)患者的时域H-MRS数据。使用MCCA方法,提取了三个显著的正交成分。回归分析表明,这些成分中的每一个都对瞬态信号有显著贡献。为了解释MCCA成分中包含的分离谱,我们使用了LCModel程序。第一个成分在质量上与总体平均谱相似,但信噪比(SNR)显著提高了40.7%(p < 0.001)。该成分还表现出较低的克拉美罗下界(CRLB)值,并且在关键代谢物浓度上存在统计学显著差异(包括N-乙酰天门冬氨酸(NAA)、肌醇(mI)和谷氨酸(Glu))(p < 0.05)。第二个成分除了NAA峰外,与第一个成分具有相似的峰值。前两个成分的明智组合使得NAA峰高度在不同瞬态信号之间具有选择性变化。第三个成分主要提取了与总肌酸(tCr)和总胆碱(tCho)相关的峰。这些发现表明H-MRS谱由确定性成分的组合组成。通过分离这些成分,谱的信噪比(SNR)得到提高,并且大多数代谢物的克拉美罗下界(CRLB)值得到改善。这种方法为提高H-MRS在临床和研究应用中的效用提供了一个新颖的框架。