Results 121 to 130 of about 1,340 (226)
In this work, we establish the existence of at least one solution for a p-Laplacian Langevin differential equation involving the ψ-Hilfer fractional derivative with antiperiodic boundary conditions. More precisely, we transform the studied problem into a
Lamya Almaghamsi, Samah Horrigue
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Diffusion–Model–Driven Discovery of Ferroelectrics for Photocurrent Applications
We developed a diffusion model–based generative AI and high‐throughput screening framework that accelerates the discovery of photovoltaic ferroelectrics. By coupling AI driven crystal generation with machine learning and DFT screening, we identified Ca3P2 and LiCdP as new ferroelectric materials exhibiting strong polarization, feasible switching ...
Byung Chul Yeo +3 more
wiley +1 more source
On the Cauchy problem for the Langevin-type fractional equation
In this article, the Cauchy problem for the Langevin-type time-fractional equation Dβ t (Dtαu(t)) + Dtβ(Au(t)) = f(t); (0 < t ≤ T) is studied. Here α; β 2 (0; 1), Dtα; Dtβ is the Caputo derivative and A is an unbounded self-adjoint operator in a separable Hilbert space.
Fayziev, Y., Jumaeva, Sh.
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The Critical Exponent of the Fractional Langevin Equation is $α_c\approx 0.402$
We investigate the dynamical phase diagram of the fractional Langevin equation and show that critical exponents mark dynamical transitions in the behavior of the system. For a free and harmonically bound particle the critical exponent $α_c= 0.402\pm 0.002$ marks a transition to a non-monotonic under-damped phase.
Burov, S., Barkai, E.
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ABSTRACT The homeostatic cortical actin array in plant cells plays important roles in fundamental processes, including intracellular transport, secretion, cell expansion, and cytoplasmic streaming. In response to diverse chemical and mechanical signals, the cortical array can remodel within minutes to assume new configurations or altered filament ...
June Hyung Kim +4 more
wiley +1 more source
ABSTRACT Schwann cells (SCs) play a critical role in peripheral nerve regeneration, undergoing dynamic phenotype transitions from myelinating to repair stages following injury. While SC‐derived extracellular vesicles (SC‐EVs) have emerged as key mediators of intercellular communication during nerve repair, their stage‐specific molecular cargo and ...
Manju Sharma +4 more
wiley +1 more source
Modeling the Intermediate Flow Regime in Flow‐Compensated Intravoxel Incoherent Motion MRI
ABSTRACT Purpose The intravoxel incoherent motion (IVIM) model is commonly used to separate the effects of motion related to diffusion and blood microcirculation (perfusion) on the MR signal. Depending on the encoding time (T), it is possible to probe the different temporal regimes of blood motion, which resemble a ballistic flow at short T and a ...
Louise Rosenqvist +5 more
wiley +1 more source
Subdiffusion of heavy quark in hot QCD matter by the fractional Langevin equation
The subdiffusion phenomena are studied for heavy quarks dynamics in the hot QCD matter. My approach aims to provide a more realistic description of heavy quark dynamics through detailed theoretical analyses and numerical simulations, utilizing the ...
Prakash, Jai
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Abstract Lipopolysaccharides (LPS) are the principal chemical component of the outer leaflet of Gram‐negative bacteria and constitute the first barrier of defense against foreign molecules. Inhibition of LPS transport presents a novel concept for antibiotic discovery, and components of the transport bridge are targets of antimicrobial peptides. LptD, a
Wenzhao Dai +5 more
wiley +1 more source
Anomalous diffusion of the heavy quarks through the fractional Langevin equation
The dynamics of heavy quarks within the hot QCD medium have been revisited, considering the influence of anomalous diffusion. This study has been conducted using the framework of the fractional Langevin equation involving the Caputo fractional derivative.
Prakash, Jai
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