Non‐Hermitian Stealthy Hyperuniformity
A framework for non‐Hermitian extensions of hyperuniformity and stealthiness is proposed, generalizing PT‐symmetric gain‐loss crystals to correlated disorder in the weak‐scattering limit. By engineering real‐imaginary correlations of the material potential, this framework enables directional scattering phases inaccessible in Hermitian materials ...
Gitae Lee +8 more
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Quaternary tufas of the western Potiguar Basin, Brazil: rapid xeromorphic adaptation and climate change inferred from sedimentology, paleobotany, and fossil diagenesis. [PDF]
Aureliano T +12 more
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Soliton dynamics and stability analysis of a double-chain DNA model with various chaos detection tools. [PDF]
Ullah MS, Akter R.
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<i>Impatiens leshanensis</i> (Balsaminaceae), a new species from Sichuan, China. [PDF]
Du X +11 more
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A Kyber-Based Lightweight Cloud-Assisted Authentication Scheme for Medical IoT. [PDF]
Yan H, Wang Z, Lin L, Sun J, Liu S.
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Exploring complex phenomena in fluid flow and plasma physics via the Schrödinger-type Maccari system. [PDF]
Abbas N +6 more
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Modulation instability analysis and deriving soliton solutions of new nonlocal Lakshmanan-Porserzian-Daniel equation. [PDF]
Rabie WB, Abbas W, Ramadan ME, Ahmed HM.
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A Lyapunov Lemma for Elliptic Systems
Annals of Global Analysis and Geometry, 2004The authors of this very well written article prove an interesting result within the functional calculus of classical pseudo-differential operators. More precisely, they fix an \(N\times N\) system \(A\) of classical pseudo-differential operators of order \(\leq m\) on a compact smooth manifold and they assume that \(A\) is elliptic.
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