Results 61 to 70 of about 139 (115)
Power-hardware-in-the-loop (PHIL) simulation infrastructure is an invaluable tool for testing and validating emerging technologies expected to be connected to power grids. As such, PHIL closed-loop stability is a crucial factor to consider when designing
Dmitry Rimorov +3 more
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Structured dissociative PCA methods for high dimensional neuroimaging signal decomposition
Sparse principal component analysis (SPCA) and independent component analysis (ICA) pipelines are widely used for fMRI blind source separation. However, applying sparsity and independence constraints in isolation can distort spatial coherence and ...
Muhammad Usman Khalid +4 more
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A Systematic Pathway Study of Sustainable Built Heritage Management
Heritage holds considerable potential in advancing environmental sustainability, yet existing studies have largely remained confined to the exploration of singular issues and have seldom articulated an integrated pathway that systematically connects ...
Lei Sun, Luca Guardigli, Lufei Zheng
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Efficient Fourier base fitting on masked or incomplete structured data
IntroductionFourier base fitting for masked or incomplete structured data holds significant importance, for example in biomedical image data processing.
Fariba Karimi +7 more
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Integrating Reinforcement Learning into M/M/1/K Retry Queueing Models for 6G Applications
The ever-growing demand for sustainable, efficient, and fair allocation in the next generation of wireless network applications is a serious challenge, especially in the context of high-speed communication networks that operate on Terahertz frequencies ...
Djamila Talbi, Zoltan Gal
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Determinants of structured matrices play a fundamental role in both pure and applied mathematics, with wide-ranging applications in linear algebra, combinatorics, coding theory, and numerical analysis.
Martinez-Moro Edgar +2 more
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Interconnection Between Schur Stability and Structured Singular Values
In this paper, we present new results on the interconnections between Schur stability and structured singular values of real-valued matrices, denoted as Rn×n . Most new findings are obtained for n = 2 and n = 3. These novel insights into the relationship between Schur stability and structured singular values are developed by applying various tools from
M. Rehman +3 more
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The Vera C. Rubin Observatory is a unique facility for survey astronomy that will soon be commissioned and begin operations. Crucial to many of its scientific goals is the achievement of sustained high image quality, limited only by the seeing at the ...
Guillem Megias Homar +4 more
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Computation and applications of the structured singular value [PDF]
This work develops a number of new algorithms for the computation of the convex estimate, ¿tco, of the structured singular value, fj. The basis for these algorithms lies in an application of the geometric form of the Hahn-Banach theorem Dual methods are shown to be more useful than their primal counterparts when determining Ha.
openaire
Structured singular values for Bernoulli matrices
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