Based on the classical probability, stability of stochastic differential delay equations (SDDEs) whose coefficients are growing at most linearly has been investigated intensively. Moreover, delay-dependent highly nonlinear hybrid (SDEs) also studied recently. In this paper, using expectation theory, we first explore criteria asymptotic for a class SDDEs driven by G-Brownian motion (G-SDDEs). Th...

Following the detailed analysis of H2 molecule in an intermediate magnetic field B≲5×108 G performed Alijah et al, JQSRT 233, 78 (2019) [1] a similar compact, few-parametric, physically adequate, 3-term variational trial function is used to study energy ground state 3Πu hydrogen H2in astronomically strong B range 5×1010G≤B≤1013 G. The nuclei (protons) are assumed be infinitely heavy (Born-Oppen...

CAPP-8TB is an axion dark matter search experiment dedicated to mass near 6.7 $\mu$eV. The uses a microwave resonant cavity under strong magnetic field of 8 T produced by superconducting solenoid magnet in dilution refrigerator. We describe the experimental configuration used for range 6.62 6.82 $\mu$eV first phase experiment. also discuss next and its prospects.

Constitutive functions that govern macroscale capillary pressure and relative permeability are central in constraining both storage efficiency sealing properties of CO$_2$ systems. for porous systems part determined by wettability, which is a pore-scale phenomenon influences displacement. While wettability saline aquifers caprocks assumed to remain water-wet when injected, there recent evidence...

We propose a new modification of Newton iteration for finding some nonnegative Z-eigenpairs tensor. The method has local quadratic convergence to eigenpair tensor, under the usual assumption guaranteeing original iteration.

This paper is devoted to the stability of smooth solitary waves for b-family Camassa–Holm equations. We verify criterion analytically general case b>1 by idea monotonicity period function planar Hamiltonian systems and show that are orbitally stable, which gives a positive answer open problem proposed Lafortune Pelinovsky (2022).

This paper presents a coupled approach able to describe γ″ precipitation evolution and associated yield strength after various heat treatments in Inconel 718 alloy. The state is modeled via the implementation of classical nucleation growth theories for plate-shaped particles. model validated through small-angle neutron scattering transmission electron microscopy experiments. size distribution s...

We study a nonlocal version of the total variation-based model with L1 fidelity for image denoising, where regularizing term is replaced fractional s-total variation. discuss regularity level sets and uniqueness solutions, both high low values parameter. analyse in detail case binary data given by characteristic functions convex sets.

The D7 degeneration of the Painleve-III equation has solutions that are rational functions $x^{1/3}$ for certain parameter values. We apply isomonodromy method to obtain a Riemann-Hilbert representation these solutions. demonstrate utility this by analyzing rigorously behavior in large limit.

We show that the existence of a universal structure implies generic for any approximable class C countable structures. also converse is not true. As consequence, we provide several new examples weak Fraïssé classes finite graphs. Finally, all C4-free graphs does contain structure, strengthening result A. Hajnal and J. Pach.