Results 21 to 30 of about 138,468 (211)
Accelerated normal and skew-Hermitian splitting methods for positive definite linear systems [PDF]
For solving large sparse non-Hermitian positive definite linear equations, Bai et al. proposed the Hermitian and skew-Hermitian splitting methods (HSS). They recently generalized this technique to the normal and skew-Hermitian splitting methods (NSS). In
F. Toutounian, Davood Hezari
doaj +1 more source
Honeycombs from Hermitian Matrix Pairs [PDF]
Knutson and Tao's work on the Horn conjectures used combinatorial invariants called hives and honeycombs to relate spectra of sums of Hermitian matrices to Littlewood-Richardson coefficients and problems in representation theory, but these relationships ...
Glenn Appleby, Tamsen Whitehead
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Moments of the Hermitian Matrix Jacobi Process [PDF]
To appear in J.
Deleaval, Luc, Demni, Nizar
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Entanglement, non-hermiticity, and duality
Usually duality process keeps energy spectrum invariant. In this paper, we provide a duality, which keeps entanglement spectrum invariant, in order to diagnose quantum entanglement of non-Hermitian non-interacting fermionic systems.
Li-Mei Chen, Shuai A. Chen, Peng Ye
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We construct the ( $$\beta $$ β -deformed) partition function hierarchies with W-representations. Based on the W-representations, we analyze the superintegrability property and derive their character expansions with respect to the Schur functions and ...
Rui Wang +3 more
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Hermitian matrix model with plaquette interaction [PDF]
15 pages, no figures, two references ...
Chekhov, L., Kristjansen, C.
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We utilise a metaheuristic optimisation method, inspired by nature, called the Lévy‐flight firefly algorithm (LFA), to tackle the power regulation and user grouping in the NOMA systems. Abstract The non‐orthogonal multiple access strategies have shown promise to boost fifth generation and sixth generation wireless networks' spectral efficiency and ...
Zaid Albataineh +4 more
wiley +1 more source
Spectral correlations are a powerful tool to study the dynamics of quantum many-body systems. For Hermitian Hamiltonians, quantum chaotic motion is related to random matrix theory spectral correlations.
Antonio M. García-García +2 more
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Family of Hermitian Low-Momentum Nucleon Interactions with Phase Shift Equivalence [PDF]
Using a Schmidt orthogonalization transformation, a family of Hermitian low-momentum NN interactions is derived from the non-Hermitian Lee-Suzuki (LS) low-momentum NN interaction. As special cases, our transformation reproduces the Hermitian interactions
D. B. Kaplan +16 more
core +1 more source
On the variation of the spectrum of a Hermitian matrix
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wen Li 0006, Seak-Weng Vong
openaire +1 more source

