Robust and sparse linear discriminant analysis via an alternating direction method of multipliers
In this paper, we propose a robust linear discriminant analysis (RLDA) through
Bhattacharyya error bound optimization. RLDA considers a nonconvex problem with the L 1 …
Bhattacharyya error bound optimization. RLDA considers a nonconvex problem with the L 1 …
High-dimensional linear discriminant analysis classifier for spiked covariance model
Linear discriminant analysis (LDA) is a popular classifier that is built on the assumption of
common population covariance matrix across classes. The performance of LDA depends …
common population covariance matrix across classes. The performance of LDA depends …
Ratio sum versus sum ratio for linear discriminant analysis
Dimension reduction is a critical technology for high-dimensional data processing, where
Linear Discriminant Analysis (LDA) and its variants are effective supervised methods …
Linear Discriminant Analysis (LDA) and its variants are effective supervised methods …
MP2SDA: Multi-Party Parallelized Sparse Discriminant Learning
Sparse Discriminant Analysis (SDA) has been widely used to improve the performance of
classical Fisher's Linear Discriminant Analysis in supervised metric learning, feature …
classical Fisher's Linear Discriminant Analysis in supervised metric learning, feature …
Improving covariance-regularized discriminant analysis for EHR-based predictive analytics of diseases
Abstract Linear Discriminant Analysis (LDA) is a well-known technique for feature extraction
and dimension reduction. The performance of classical LDA however, significantly degrades …
and dimension reduction. The performance of classical LDA however, significantly degrades …
[PDF][PDF] On the global convergence of a randomly perturbed dissipative nonlinear oscillator
We consider in this work small random perturbations of a nonlinear oscillator with friction–
type dissipation. We rigorously prove that under non–degenerate perturbations of …
type dissipation. We rigorously prove that under non–degenerate perturbations of …
Inertial Dynamical Systems with Viscous and Hessian-Driven Damping for Nonconvex Minimization
CJ Li - Available at SSRN 4900294, 2024 - papers.ssrn.com
In this paper, we explore advanced algorithmic frameworks for addressing the challenges in
non-convex optimization. We introduce inertial dynamical systems equipped with explicit …
non-convex optimization. We introduce inertial dynamical systems equipped with explicit …
OGM: Online gaussian graphical models on the fly
Abstract Gaussian Graphical Model is widely used to understand the dependencies
between variables from high-dimensional data and can enable a wide range of applications …
between variables from high-dimensional data and can enable a wide range of applications …
On the global convergence of continuous–time stochastic heavy–ball method for nonconvex optimization
We study the convergence behavior of a stochastic heavy-ball method with a small stepsize.
Under a change of time scale, we approximate the discrete scheme by a stochastic …
Under a change of time scale, we approximate the discrete scheme by a stochastic …