2021
DOI: 10.1038/s41598-021-88158-y
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Deep learning can accelerate and quantify simulated localized correlated spectroscopy

Abstract: Nuclear magnetic resonance spectroscopy (MRS) allows for the determination of atomic structures and concentrations of different chemicals in a biochemical sample of interest. MRS is used in vivo clinically to aid in the diagnosis of several pathologies that affect metabolic pathways in the body. Typically, this experiment produces a one dimensional (1D) 1H spectrum containing several peaks that are well associated with biochemicals, or metabolites. However, since many of these peaks overlap, distinguishing che… Show more

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Cited by 18 publications
(18 citation statements)
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“… 10 , 33 Recent improvements using deep learning algorithms were used to reduce concentration estimation bias of metabolites with overlapping spectra. 34 pRMSI also suffers from a relative low sensitivity compared with liquid chromatography or 1H imaging at a constant magnetic field. 10 Thus, the acquisition is generally performed with higher voxel size to achieve enough signal to noise ratio while keeping an acceptable scan time.…”
Section: Discussionmentioning
confidence: 99%
“… 10 , 33 Recent improvements using deep learning algorithms were used to reduce concentration estimation bias of metabolites with overlapping spectra. 34 pRMSI also suffers from a relative low sensitivity compared with liquid chromatography or 1H imaging at a constant magnetic field. 10 Thus, the acquisition is generally performed with higher voxel size to achieve enough signal to noise ratio while keeping an acceptable scan time.…”
Section: Discussionmentioning
confidence: 99%
“…On conventional one-dimensional (1D) 1 H-MRS, spectral peaks due to methyl, methylene, and methane protons from the number of metabolites, namely, NAA, N-acetyl aspartyl glutamate (NAAG), Glu, Gln, GABA, and 2HG neurometabolic peaks severely overlap in the spectral region of 2–4 ppm, often confounding the detection and quantification of metabolite concentrations. In contrast, the 2D-COSY method offers the ability to identify potentially overlapping resonances of metabolites by dispersing the multiplet structure of scalar (J)-coupled spin systems into a second spectral dimension and by exploiting the unlikely possibility that two metabolites would share identical chemical shifts in two dimensions ( 52 55 ). A basic pulse sequence of a 2D-COSY consists of preparation time that allows the nuclei in the sample to reach equilibrium with the static external magnetic field environment and during which water suppression is performed.…”
Section: Two-dimensional-correlation Spectroscopymentioning
confidence: 99%
“…Quantification of metabolic resonances detected on 2D-COSY could also be improved by implementing a prior-knowledge-based fitting approach analogous to linear combination (LC)-model fitting on 1D-MRS rather than using a peak integration method that is generally used. ProFit is one such 2D prior-knowledge-based fitting algorithm, and adopting this program could improve the reliable quantification of brain tumor metabolites ( 52 , 71 , 72 ). Future developments also include designing multivoxel-based 2D-COSY sequences using concentric circular echoplanar encoding or spiral encoding schemes for facilitating faster data with greater anatomical coverage and higher spatial resolution.…”
Section: Two-dimensional-correlation Spectroscopymentioning
confidence: 99%
“…Relative to anatomical imaging, adaption to MRSI is more difficult due to the lower SNR of metabolites which are orders of magnitude lower than that of nuisance signals such as water and lipids. While machine‐learning approaches have been applied to MRS, these applications have mostly been limited to spectral fitting and artifact removal 26–30 …”
Section: Introductionmentioning
confidence: 99%
“…While machine-learning approaches have been applied to MRS, these applications have mostly been limited to spectral fitting and artifact removal. [26][27][28][29][30] While k-space-based NN reconstructions require less calibration data as a whole, it has long been documented that NNs perform better with more training data [31][32][33] which allows for greater accuracy. Hence, several strategies for better NN training for MultiNet GRAPPA MRSI reconstruction are investigated and compared against training with one image herein.…”
Section: Introductionmentioning
confidence: 99%