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Identification of Initial Critical Resolved Shear Stresses Using of a Two-Level Model of Inelastic Deformation
AbstractThe problem of identifying the initial critical resolved shear stresses (CRSS) of slip systems is considered in the framework of a two-level...
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Minimal measures on the level sets below Mañé critical value
Minimal measure was introduced for positive definite Lagrangian systems to study their dynamics. For autonomous system, the support lies in the level...
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Critical points and level sets of Grushin-Harmonic functions in the plane
This paper concerns the critical points and the level sets of solutions of the Grushin equation in the plane. After exactly establishing descriptions...
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The critical node game
In this work, we introduce a game-theoretic model that assesses the cyber-security risk of cloud networks and informs security experts on the optimal...
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Critical Points of Solutions to Exterior Boundary Problems
In this article, we mainly study the critical points of solutions to the Laplace equation with Dirichlet boundary conditions in an exterior domain in...
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Analytic Properties of Solutions to the Equation of Internal Gravity Waves with Flows for Critical Modes of Wave Generation
AbstractIssues related to the statement of problems of describing the dynamics of linear internal gravity waves in stratified media with horizontal...
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SUZUKI FUNCTOR AT THE CRITICAL LEVEL
In this paper we define and study a critical-level generalization of the Suzuki functor, relating the affine general linear Lie algebra to the...
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Forcing level by level equivalence and a consequence of UA
We show how Hamkins’ Gap Forcing Theorem of Hamkins (Israel J Math 125:237–252, 2001, Bull Symb Logic 5: 264–272, 1999) can be used to give an...
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Euler obstruction, Brasselet number and critical points
We relate the Brasselet number of a complex analytic function-germ defined on a complex analytic set to the critical points of its real part on the...
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Rigidity Theorem for Integral Pinched Static Manifolds and Related Critical Spaces
The aim of this paper is to investigate positive static triples, critical metrics of volume functional, and critical metrics of the total scalar...
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Dynamics of extensible beams with nonlinear non-compact energy-level dam**
This work is motivated by experimental studies (NASA Langley Research Center) of nonlinear dam** mechanisms present in flight structures. It has...
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Ground state solutions for quasilinear Schrödinger equations with critical Berestycki–Lions nonlinearities
We consider the quasilinear Schrödinger equation involving a general nonlinearity at critical growth. By using Jeanjean’s monotonicity trick and the...
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Fractional Schrödinger Equations with Logarithmic and Critical Nonlinearities
In this paper, we study a class of the fractional Schrödinger equations involving logarithmic and critical nonlinearities. By using the Nehari...
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Geometric characterization of level set families of harmonic functions on Riemannian manifolds
In (Bivens in Mathematics Magazine 65: 226–235, 1992), it is shown that the appearance of the curves completely determines whether a family of curves...
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Predictive modelling of critical variables for improving HVOF coating using gamma regression models
Thermal spray coating is a critical process in many industries, involving the application of coatings to surfaces to enhance their functionality....
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Quasilinear Equations Using a Linking Structure with Critical Nonlinearities
It is to establish existence of a weak solution for quasilinear elliptic problems assuming that the nonlinear term is critical. The potential V is...