The concept of periodic deflating subspaces of regular periodic matrix pairs $\left\{ {\left( {{A_j},{B_j}} \right)} \right\}_{j = 1}^K$ is a generalization of deflating subspaces of a regular matrix ...
The quantum Zeno effect restricts the evolution of repeatedly observed quantum systems. For a two-dimensional system the state simply is frozen in one of two eigenstates of the measurement operator ...
This valuable study uses mathematical modeling and analysis to address the question of how neural circuits generate distinct low-dimensional, sequential neural dynamics that can change on fast, ...
Copyright © 2020 by author(s) and Scientific Research Publishing Inc. This work is licensed under the Creative Commons Attribution International License (CC BY 4.0 ...
This repository contains the code to reproduce experiments of the ICLR 2024 paper Identifying Policy Gradient Subspaces by Jan Schneider, Pierre Schumacher, Simon Guist, Le Chen, Daniel Häufle, ...
The problem of calculating the eigensystem of a general complex matrix is well known. In many cases, however, the eigensystem is poorly determined numerically in the sense that small changes in the ...
E. Qian and C. Beattie, The Fundamental Subspaces of Ensemble Kalman Inversion. arXiv:2409.08862 2024. BibTeX @article{Qian2024fundamentalEKI title = {The Fundamental Subspaces of Ensemble Kalman ...
This study demonstrates how integrating decoherence-free subspaces with dynamical decoupling enhances quantum state fidelity, offering a practical route to more noise-resilient quantum computing ...
Abstract: Random subspaces are a popular ensemble construction technique that improves the accuracy of weak classifiers. It has been shown, in different domains, that random subspaces combined with ...
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