ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS
ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS(英文缩写 ARCH RATION MECH AN),ISSN 0003-9527,eISSN 1432-0673 是一本学术期刊。本页汇总该期刊的最新影响因子、分区信息以及最新收录于 PubMed 的文献,帮助您快速了解期刊全貌。
指标来源：jcr_cas_ifqb
期刊简介
暂无简介。
历年影响因子趋势
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ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS 最新收录文献
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Gradient Flow Dynamics for Cell Membranes in the Canham-Helfrich Model.
The most energetically efficient way that a deformed red blood cell regains equilibrium is mathematically described by the gradient flow of the Canham-Helfrich functional, including a spontaneous curv…
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The Unique Limit of the Glimm-Lax Construction for Sobolev Data and Obstructions to 1-d Convex Integration.
We consider a genuinely nonlinear 1-d system of hyperbolic conservation laws with two unknowns. A famous construction of Glimm & Lax shows that global-in-time "Glimm-Lax" weak entropy solutions exist …
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{"_":"Boundedness and Decay for the Teukolsky Equation on Kerr in the Full Subextremal Range : Frequency Space Analysis.","mml:math":[{"xmlns:mml":["http://www.w3.org/1998/Math/MathML"],"mml:mrow":[{"mml:mo":["|","|","<"],"mml:mi":["a","M"]}]}]}
In this paper, and in the companion ([152]), we study the gauge-invariant components of linear perturbations of Kerr black hole spacetimes in the full subextremal range of parameters . We show that, f…
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Quantum Systems at The Brink: Helium-Type Systems.
In the present paper we study two challenging problems for helium-type systems: the existence of eigenvalues at thresholds and the asymptotic behavior of the corresponding eigenfunctions. Since the us…
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Stability of Rayleigh-Jeans Equilibria in the Kinetic FPU Equation.
We study the nonlinear dynamics of the kinetic wave equation associated with the FPU problem and prove the stability of the non-singular Rayleigh-Jeans equilibria. The lack of a spectral gap for the l…
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Maximal Dissipation and Well-Posedness of the Euler System of Gas Dynamics.
We show that any dissipative (measure-valued) solution of the compressible Euler system that complies with Dafermos' criterion of maximal dissipation is necessarily an admissible weak solution. In add…
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An Inverse Signorini Obstacle Problem.
We study the inverse problem of determining a Signorini obstacle from boundary measurements for the isotropic elasticity system. We prove that the obstacle can be uniquely determined by a single measu…
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Global Results for Weakly Dispersive KP-II Equations on the Cylinder.
We consider the dispersion-generalized KP-II equation on a partially periodic domain in the weakly dispersive regime. We use Fourier decoupling techniques to derive essentially sharp Strichartz estima…
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{"_":"Finite Time Blow-Up for the Hypodissipative Navier Stokes Equations with a Force in .","mml:math":[{"xmlns:mml":["http://www.w3.org/1998/Math/MathML"],"mml:mrow":[{"mml:msubsup":[{"mml:mi":["L","t"],"mml:mn":["1"]},{"mml:mi":["C","x"],"mml:mrow":[{"mml:mn":["1"],"mml:mo":[","],"mml:mi":["ϵ"]}]},{"mml:mi":["L","t","∞"]},{"mml:mi":["L","x"],"mml:mn":["2"]}],"mml:mo":["∩"]}]}]}
In this work we establish the formation of singularities of classical solutions with finite energy of the forced fractional Navier Stokes equations where the dissipative term is given by for any ( ). …
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Separation of Time Scales in Weakly Interacting Diffusions.
We study metastable behaviour in systems of weakly interacting Brownian particles with localised, attractive potentials which are smooth and globally bounded. In this particular setting, numerical evi…