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Newton Method with Incomplete Linearization
The Newton method with incomplete linearization is developed for solving the invariance equation. It is the basis of an iterative construction of the...
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On the Linearization of Certain Singularities of Nijenhuis Operators
AbstractWe consider a linearization problem for Nijenhuis operators in dimension two around a point of scalar type in analytic category. The problem...
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New method for linearization of non-autonomous nonlinear real-order systems
The linearization approach is widely known and can be used to analyze and understand the governing flows of many real-order nonlinear systems. In...
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The Method of Linearization in Optimization Problems of Low-Thrust Spacecraft Trajectories: Optimal Nodes Layout
AbstractThe paper considers the possibility of joint optimization of the control of a low-thrust spacecraft and the layout of nodes approximating the...
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Linearization and localization of nonconvex functionals motivated by nonlinear peridynamic models
We consider a class of nonconvex energy functionals that lies in the framework of the peridynamics model of continuum mechanics. The energy densities...
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On invariant linearization of Lie groupoids
The linearization theorem for proper Lie groupoids organizes and generalizes several results for classic geometries. Despite the various approaches...
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Constraint analysis of Fierz–Pauli action through linearization of its nonlinear action constraints
In this research, by linearizing the constraints of massive gravity action, we obtain the constraints of Fierz–Pauli action and compare it with the...
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Application of Wiedeburg Linearization for Solving the Stability Problem of a Two-Layer Mixture with Concentration-Dependent Diffusion
AbstractThe problem of stability of an isothermal system of two miscible fluids in a gravity field is considered. The fluids are aqueous solutions of...
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Einstein–Yang–Mills theory: gauge invariant charges and linearization instability
We construct the gauge-invariant electric and magnetic charges in Yang–Mills theory coupled to cosmological general relativity (or any other...
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RFA pump-initiated gain augmented spectrum linearization of ASE re-injected EDFA-RFA hybrid amplifier for ultra-dense WDM systems
Wavelength Division Multiplexing (WDM) has gained considerable interest as a promising means to address the demand-driven transmission capacity...
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Construction of a Few Quantum Mechanical Hamiltonians via Lévy-Leblond Type Linearization: Clifford Momentum, Spinor States and Supersymmetry
A number of new Lévy-Leblond type equations admitting four component spinor solutions have been proposed. The pair of linearized equations thus...
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About Linearization of Infinite-Dimensional Hamiltonian Systems
This article is concerned with analytic Hamiltonian dynamical systems in infinite dimension in a neighborhood of an elliptic fixed point. Given a...
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A differential model for the hysteresis in magnetic shape memory alloys and its application of feedback linearization
Magnetic shape memory alloys (MSMAs) are materials with strong nonlinearity, which will show hysteresis when it works. In the current paper, a...
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Spectral quasi-linearization and irreversibility analysis of magnetized cross fluid flow through a microchannel with two different heat sources and Newton boundary conditions
Fluid flow in a microchannel with heat transport effects can be seen in various applications such as micro heat collectors,...
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Linearization Method for Optimizing Noncoplanar Flights with Low Thrust
AbstractProblems on optimizing the noncoplanar flights with low thrust from elliptical to geosynchronous orbits for different control accelerations...
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Evaluation of Mössbauer spectra linearization methods
Mössbauer spectra linearity is a critical parameter for Mössbauer spectrometer accuracy determination. This paper deals with comparison of various...
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Analytical Linearization of Light Scattering Properties of a Single Particle Based on the Invariant-Imbedding T-Matrix and Physical-Geometric Optics Methods
The scattering properties of a single particle consist of scattering, absorption, and extinction cross-sectionsCross-sections, single scattering...
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Perturbative linearization of super-Yang-Mills theories in general gauges
Supersymmetric Yang-Mills theories can be characterized by a non-local and non-linear transformation of the bosonic fields (Nicolai map) map** the...
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Perturbative linearization of supersymmetric Yang-Mills theory
Supersymmetric gauge theories are characterized by the existence of a transformation of the bosonic fields (Nicolai map) such that the Jacobi...