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Asymptotic strictly pseudoconvex CR structure for asymptotically locally complex hyperbolic manifolds
In this paper, we build a compactification by a strictly pseudoconvex CR structure for a complete and non-compact Kähler manifold whose curvature...
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On the dynamic asymptotic dimension of étale groupoids
We investigate the dynamic asymptotic dimension for étale groupoids introduced by Guentner, Willett and Yu. In particular, we establish several...
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Asymptotic Versions
Among possible generalizations of the Fuglede theorem, we have the so-called asymptotic (or approximate) versions. For example, if X, N ∈ B(H) where...
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Asymptotic Dynamics of Open Quantum Systems and Modular Theory
In this Article, several aspects of the asymptotic dynamics of finite-dimensional open quantum systems are explored. First, after recalling a...
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Hyperbolic quantum color codes with normal subgroup structure derived from the Reidemeister–Schreier method
Given the importance of hyperbolic quantum color codes and Euclidean quantum color codes, this paper considers the study of the former codes on...
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Discrete asymptotic nets with constant affine mean curvature
In this paper we define the class of constant affine mean curvature (CAMC) discrete asymptotic nets, which contains the well-known classes of affine...
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Asymptotic Analysis of Boundary-Value Problems for the Laplace Operator with Frequently Alternating Type of Boundary Conditions
This work, which can be considered as a small monograph, is devoted to the study of two-and three-dimensional boundary-value problems for eigenvalues...
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Natural Vibrations of a Cylindrical Shell with an End Cap. I. Asymptotic Analysis
AbstractThe low eigenfrequencies and vibration modes of a structure consisting of a closed circular cylindrical shell with an end cap in the form of...
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Removable singularities and unbounded asymptotic profiles of multi-dimensional Burgers equations
This paper is concerned with the unbounded radially symmetric profiles and their asymptotic stability of the multi-dimensional Burgers equations on...
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Asymptotic Inference in the Random Coefficient Autoregressive Model with Time-functional Variance Noises
This paper considers the random coefficient autoregressive model with time-functional variance noises, hereafter the RCA-TFV model. We first...
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Asymptotic normality of error density estimator in stationary and explosive autoregressive models
In this paper, we consider the limit distribution of the error density function estimator in the first-order autoregressive models with negatively...
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No semistability at infinity for Calabi-Yau metrics asymptotic to cones
We discover a “no semistability at infinity” phenomenon for complete Calabi-Yau metrics asymptotic to cones, which is proved by eliminating the...
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Asymptotic Measure Expansive Flows
In this paper, we extend the notion of asymptotic measure expansivity for diffeomorphisms to flows on a compact metric space, and prove that there...
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Normal Forms for Manifolds of Normally Hyperbolic Singularities and Asymptotic Properties of Nearby Transitions
This paper contains theory on two related topics relevant to manifolds of normally hyperbolic singularities. First, theorems on the formal and
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Necessary Conditions in Infinite-Horizon Control Problems that Need no Asymptotic Assumptions
We consider an infinite-horizon optimal control problem with an asymptotic terminal constraint. For the weakly overtaking criterion and the...
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Block Preconditioning Methods for Asymptotic Preserving Scheme Arising in Anisotropic Elliptic Problems
Efficient and robust iterative solvers for strongly anisotropic elliptic equations are very challenging. Indeed, the discretization of this class of...
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Asymptotic Geometric Analysis: Achievements and Perspective
The reader will have noticed the non-standard appearance of this piece. Indeed, we are used to reading papers which are either survey papers or...
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Remarks on asymptotic isometric embeddings of conic transforms for torus actions
Consider a Hodge manifold and assume that a torus acts on it in a Hamiltonian and holomorphic manner and that this action linearizes on a given...
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Weyl’s asymptotic formula for fractal Laplacians defined by a class of self-similar measures with overlaps
We observe that some self-similar measures that we call essentially of finite type satisfy countable measure type condition. We make use of this...