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Journal ArticleDOI

FaRoC: Fast and Robust Supervised Canonical Correlation Analysis for Multimodal Omics Data

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TLDR
The formulation enables the proposed method to extract required number of correlated features sequentially with lesser computational cost as compared to existing methods, and provides an efficient way to find optimum regularization parameters employed in CCA.
Abstract
One of the main problems associated with high dimensional multimodal real life data sets is how to extract relevant and significant features. In this regard, a fast and robust feature extraction algorithm, termed as FaRoC, is proposed, integrating judiciously the merits of canonical correlation analysis (CCA) and rough sets. The proposed method extracts new features sequentially from two multidimensional data sets by maximizing their relevance with respect to class label and significance with respect to already-extracted features. To generate canonical variables sequentially, an analytical formulation is introduced to establish the relation between regularization parameters and CCA. The formulation enables the proposed method to extract required number of correlated features sequentially with lesser computational cost as compared to existing methods. To compute both significance and relevance measures of a feature, the concept of hypercuboid equivalence partition matrix of rough hypercuboid approach is used. It also provides an efficient way to find optimum regularization parameters employed in CCA. The efficacy of the proposed FaRoC algorithm, along with a comparison with other existing methods, is extensively established on several real life data sets.

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Citations
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Journal ArticleDOI

Contextual Correlation Preserving Multiview Featured Graph Clustering

TL;DR: This paper proposes a unified objective function for CCPMVFGC and develops an iterative strategy to solve the formulated optimization problem, and provides the theoretical analysis of the proposed model, including convergence proof and computational complexity analysis.
Proceedings ArticleDOI

Multimodal Representation Learning: Advances, Trends and Challenges

TL;DR: An overview of deep multimodal learning, especially the approaches proposed within the last decades, is presented to provide potential readers with advances, trends and challenges, which can be very helpful to researchers in the field of machine.
Proceedings ArticleDOI

Partially-Observed Discrete Dynamical Systems

TL;DR: In this paper, a partially-observed discrete dynamical systems (PODDS) model is introduced, where the state is a vector containing the information of different components of the system, and each component takes its value from a finite real-valued set.
Journal ArticleDOI

<i>K</i>-Means Clustering-Based Kernel Canonical Correlation Analysis for Multimodal Emotion Recognition in Human–Robot Interaction

TL;DR: In this paper , a Kernel canonical correlation analysis algorithm is proposed for multimodal emotion recognition in human-robot interaction (HRI), which can improve the heterogenicity among different modalities and make multiple modalities complementary.
Journal ArticleDOI

MSPL: Multimodal Self-Paced Learning for Multi-Omics Feature Selection and Data Integration

TL;DR: MSPL is presented, a robust supervisedmulti-omics data integration method that simultaneously identifies significant multi-omics signatures during the integration process and predicts the cancer subtypes and makesMulti-omicsData integration more systematic and expands its range of applications.
References
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Journal ArticleDOI

Regularized linear discriminant analysis and its application in microarrays

TL;DR: Through both simulated data and real life data, it is shown that this method performs very well in multivariate classification problems, often outperforms the PAM method and can be as competitive as the support vector machines classifiers.
Journal ArticleDOI

integrOmics: an R package to unravel relationships between two omics datasets.

TL;DR: IntegrOmics efficiently performs integrative analyses of two types of ‘omics’ variables that are measured on the same samples and includes a regularized version of canonical correlation analysis and a sparse version of partial least squares regression that includes simultaneous variable selection in both datasets.
Journal ArticleDOI

On the Inverse of the Sum of Matrices

TL;DR: In this article, the Inverse of the Sum of Matrices is discussed. But the authors focus on the inverse of the sum of matrices and do not address the problem of the singularity of the matrix.
Journal ArticleDOI

Multiset canonical correlations analysis and multispectral, truly multitemporal remote sensing data

TL;DR: The multiset CCA methods can be applied as multivariate extensions to empirical orthogonal functions (EOF) techniques and are well-suited for inclusion in geographical information systems (GIS).
Journal ArticleDOI

CCA: An R Package to Extend Canonical Correlation Analysis

TL;DR: An R package, CCA, is implemented, freely available from the Comprehensive R Archive Network, to develop numerical and graphical outputs and to enable the user to handle missing values.
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