期刊： ASYMPTOTIC ANALYSIS, 2023; 132 (1-2)
We consider massless Dirac operators on the real line with compactly supported potentials. We solve two inverse problems: in terms of zeros of reflect......
期刊： ASYMPTOTIC ANALYSIS, 2023; 134 (1-2)
We study boundary value problems for bounded uniform domains in R-n, n >= 2, with non-Lipschitz, and possibly fractal, boundaries. We prove Poincar......
期刊： ASYMPTOTIC ANALYSIS, 2023; 132 (3-4)
We study the effect of additive noise to the inversion of FIOs associated to a diffeomorphic canonical relation. We use the microlocal defect measures......
期刊： ASYMPTOTIC ANALYSIS, 2023; 134 (1-2)
In this paper, we are interested in studying the well-posedness, optimal polynomial stability, and the lack of exponential stability for a class of th......
期刊： ASYMPTOTIC ANALYSIS, 2023; 131 (2)
We study existence and regularity of weak solutions for a class of boundary value problems, whose form is {- div(log(1+|del u|)/|del u| m(x)del u) + u......
期刊： ASYMPTOTIC ANALYSIS, 2023; 132 (1-2)
In this paper, we consider the geometric inverse problem of recovering an obstacle. immersed in a bounded fluid flow omega governed by the time-depend......
期刊： ASYMPTOTIC ANALYSIS, 2023; 131 (3-4)
We study the propagation of a compactly supported high-frequency wave through a semi-linear wave equation with a null structure. We prove that the sel......
期刊： ASYMPTOTIC ANALYSIS, 2023; 132 (3-4)
In this paper, we are concerned with a class of Choquard equation with the lower and upper critical exponents in the sense of the Hardy-Littlewood-Sob......
期刊： ASYMPTOTIC ANALYSIS, 2023; 135 (1-2)
The aim of this paper is to establish the asymptotic expansion of the eigenvalues of the Stark Hamiltonian, with a strong uniform electric field and D......
期刊： ASYMPTOTIC ANALYSIS, 2023; 131 (1)
The chemotaxis system {u(t) = del. (D(u)del u) - del . (uS(u)del v), 0 = Delta v - mu + u, mu = 1/vertical bar Omega vertical bar integral(Omega)u, is......
期刊： ASYMPTOTIC ANALYSIS, 2023; 133 (4)
A classical problem describing the collective motion of cells, is the movement driven by consumption/depletion of a nutrient. Here we analyze one of t......
期刊： ASYMPTOTIC ANALYSIS, 2023; 134 (3)
In this paper, we investigate the Laplace's equation for the electrical potential of charge drops on exterior domain, and overdetermined boundary cond......
期刊： ASYMPTOTIC ANALYSIS, 2023; 133 (3)
The Cauchy-Dirichlet problem for the superquadratic viscous Hamilton-Jacobi equation (VHJ) from stochastic control theory, admits a unique, global vis......
期刊： ASYMPTOTIC ANALYSIS, 2023; 132 (3-4)
This paper is focused on the asymptotic behavior of sequences of functions, whose partial derivatives estimates in one or more directions are highly c......
期刊： ASYMPTOTIC ANALYSIS, 2023; 133 (1-2)
We consider a quasilinear partial differential equation governed by the p-Kirchhoff fractional operator. By using variational methods, we prove severa......
