| Literature DB >> 35845886 |
Xiao-Xia Yin1, Mingyong Gao2, Wei Wang2, Yanchun Zhang1,3.
Abstract
Precision medicine for cancer affords a new way for the most accurate and effective treatment to each individual cancer. Given the high time-evolving intertumor and intratumor heterogeneity features of personal medicine, there are still several obstacles hindering its diagnosis and treatment in clinical practice regardless of extensive exploration on it over the past years. This paper is to investigate radiogenomics methods in the literature for precision medicine for cancer focusing on the heterogeneity analysis of tumors. Based on integrative analysis of multimodal (parametric) imaging and molecular data in bulk tumors, a comprehensive analysis and discussion involving the characterization of tumor heterogeneity in imaging and molecular expression are conducted. These investigations are intended to (i) fully excavate the multidimensional spatial, temporal, and semantic related information regarding high-dimensional breast magnetic resonance imaging data, with integration of the highly specific structured data of genomics and combination of the diagnosis and cognitive process of doctors, and (ii) establish a radiogenomics data representation model based on multidimensional consistency analysis with multilevel spatial-temporal correlations.Entities:
Mesh:
Year: 2022 PMID: 35845886 PMCID: PMC9282990 DOI: 10.1155/2022/2703350
Source DB: PubMed Journal: Comput Intell Neurosci
Figure 1Intertumoral, intratumoral, and time related (temporal) heterogeneity of tumors (from Burrell et al., Nature, 2014 [5]).
Figure 2Introduction of the Two-Stage Intratumoral Partition Framework, that is, stage I: individual level cluster; and stage II: population level cluster, showing the use of matrix originating from intratumor partition diagrams. Quantitative imaging characteristic were obtained from MSI matrix for the sake of the measurement towards the spatial heterogeneity in tumors [51].
Figure 3Framework of the Three-phase Study. Firstly (Phase 1), the nonsupervision deconvolution analysis on gene expression profiles is conducted to recognize prognostic subclone biomarkers. The gene set enrichment analysis is conducted to infer the biological functions of subclones; secondly (Phase 2), radiomic features onto compositions of prognostic subclones are mapped to establish radiogenomic signatures; thirdly (Phase 3), radiogenomic signatures are evaluated on another two independent datasets containing imaging and survival outcomes data [48].
is designed to intuitively classify and introduce the mentioned radiogenomics techniques and approaches in literature for diagnosis, treatment, and prognosis research. The bold text is the categories of radiogenomics techniques for tumor heterogeneity.
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| Gene expression modules [ |
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| Multi-region sampling strategy [ | Imaging phenotype of the tumor [ | Predicting NAC efficacy [ |
| Micro-cutting of tumor tissues [ | Imaging characteristics of different tumor areas [ | Survival period [ |
| Longitudinal sampling [ | Key tumor genes [ | Predicate the recurrence-free survival (RFS) [ |
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| Molecular information decomposition [ | Multiomics approaches [ |
| DCE-MRI subcomponent decomposition [ | Unsupervised convex analysis [ |
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| Unsupervised identification of mixed tissue characteristics [ |
| Multiscale intratumor heterogeneity [ |
| Tumor molecular classification [ | Dynamic enhancement rate of fibroglandular mammary glands [ | Perfusion magnetic resonance (MR) imaging via a two-stage intratumor partition framework [ |
Figure 4Geometric neuron based on McCulloch-Pitts neuron for MRI Imaging Datasets based on General Framework mentioned in References [64, 69] where sp presents a scalar product; {σ}, i = 1, 2,…, n orthonormal basis vectors; and gp, geometric product.
Figure 5Framework regarding the association of MRI group and genome based on the analysis of spatial-temporal consistency.
Figure 6BiGRU-RNN network model based on attention. Symbols {w1,…, w} are input parameters in relation to MRI radiomics, and the output vectors {u} and {u} regard the hidden layer vector {h1,…, h} and the radiomics feature vector Vat through the multilayer perceptual network. Similarity matrix δ contains the similarities between the genomics vector ug and output attention weight vector ψ: namely, the ultimate output of radiogenomics eigenvector is achieved in accordance with the concealed layer vector {h1,…, h} and AuGRU weight vector δ. Radiogenomic feature fusion is conduced as an AuGRU cell.