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Variational problems for the system of nonlinear Schrödinger equations with derivative nonlinearities
We consider the Cauchy problem of the system of nonlinear Schrödinger equations with derivative nonlinearlity. This system was introduced by Colin...
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Discrete element analysis of jointed rock mass impact on rigid baffle structure
Rockslide is a hot topic and universal phenomenon in the mountainous regions prone to geological hazards, which may pose substantial threats to...
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On a Particle Confined to the Squared Cotangent Potential in the Global Monopole Spacetime
We study the confinement of a quantum particle to the squared cotangent potential in the background of global monopole spacetime. By dealing with s -st...
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BV estimates on the transport density with Dirichlet region on the boundary
In this paper, we prove BV regularity on the transport density in the mass transport problem to the boundary in two dimensions under certain...
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Sliding method and one-dimensional symmetry for p-Laplace equations
Let f be a sign-changing locally Lipschitz continuous function which satisfies some mild assumptions. We show that every nonnegative solution to the...
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On the Kinematics of Growth of Regular Boundaries of Bodies into Fractals
Generalizing smooth volumetric growth to the singular case, using de Rham currents and flat chains, we demonstrate how regular boundaries of bodies...
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Structural iterative rounding for generalized k-median problems
This paper considers approximation algorithms for generalized k -median problems. These problems can be informally described as k -median with a...
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Non-fragile tracking controller design for fractional order systems against active disturbance rejection
In this work, a new non-fragile based tracking controller design for fractional order systems with non-linear uncertainty, unidentified external...
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A fractional mathematical model for vaccinated humans with the impairment of Monkeypox transmission
This research develops a comprehensive numerical model leveraging fuzzy fractional differential equations to analyze the transmission dynamics of the...
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Effect of Energy Anisotropy on Ordinary Mode in Relativistic Regime
AbstractThe dielectric constant and the dispersion relation of the Ordinary mode (O-mode) instability has been discussed by using the Vlasov kinetic...
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Firehose instability in the space plasma with anisotropic Cairns-distribution electrons
We study the electron firehose mode propagating parallel to the ambient magnetic field in the space plasma with anisotropic Cairns-distribution...
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Magneto-elastic vibration of axially moving graphene nanocomposite current-carrying beam with variable speed and axial force
Lightweight, high-strength, conductive carbon nanocomposites are widely used in axial moving systems, and the primary parametric resonance and...
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Bifurcation Analysis of Electrodynamic Systems Containing Nonlinear Semiconductor Microstructures with Negative Differential Conductivity
AbstractMathematical simulation of nonlinear effects of frequency multiplication in a semiconductor microstructure with negative differential...
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A new cubic trigonometric Nu-Spline with shape control parameter and its applications
This study introduces a novel Cubic Trigonometric Nu-Spline (CTNS) with a shape parameter tailored for curve designing, ensuring geometric continuity...
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Bicomplex Caputo Derivative: A Comparative Study with Bicomplex Riemann–Liouville Operators and Applications
The aim of this article is to define the Caputo derivative of bicomplex order for the functions of a bicomplex variable, which we refer to as the...
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Novel formulas of moments of Negative Binomial distribution connected with Apostol-Bernoulli numbers of higher order and Stirling numbers
The main subject of this article is to present and reveal some new relationships between the moment generating functions of the Negative Binomial...
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A membrane finite element for fast simulation of overlap** beads geometry during direct energy deposition additive manufacturing
The aim of this paper is to propose a fast FEM strategy for simulating molten metal deposition geometry during additive manufacturing for studying...
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A Second-Order Multiscale Model for Finite-Strain Poromechanics Based on the Method of Multiscale Virtual Power
A second-order multiscale theory based on the concept of a Representative Volume Element (RVE) is proposed to link a classical poromechanical model...
