Results 1 to 10 of about 4,893,677 (289)
On equivariant asymptotic dimension [PDF]
Groups, Geometry, and Dynamics, 2015 The work discusses equivariant asymptotic dimension (also known as "wide equivariant covers", "$N$-$\mathcal F$-amenability" or "amenability dimension", and "$d$-BLR condition") and its generalisation, transfer reducibility, which are versions of ...
Damian Sawicki
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Asymptotic grand unification in SO(10) with one extra dimension
Journal of High Energy PhysicsAsymptotic grand unification provides an alternative approach to gradually unify gauge couplings in the UV limit, where they reach a non-trivial UV fixed point.
Gao-Xiang Fang +2 more
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A characterization for asymptotic dimension growth [PDF]
, 2016 We give a characterization for asymptotic dimension growth. We apply it to CAT(0) cube complexes of finite dimension, giving an alternative proof of N. Wright's result on their finite asymptotic dimension.
G. Arzhantseva +3 more
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Performance analysis of zero-forcing coordinated MIMO transmission in interference channels
Tongxin xuebao, 2012 The performance of the zero-forcing (ZF) coordinated transmit strategy in multiple-input multiple-output (MIMO) interference channels was investigated.With the goal to derive analytical expression of its performance metric such as the sum rate and the ...
Hai-rong WANG +3 more
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Asymptotic profiles for a class of perturbed Burgers equations in one space dimension [PDF]
Opuscula Mathematica, 2018 In this article we consider the Burgers equation with some class of perturbations in one space dimension. Using various energy functionals in appropriate weighted Sobolev spaces rewritten in the variables \(\frac{\xi}{\sqrt\tau}\) and \(\log\tau\), we ...
F. Dkhil, M. A. Hamza, B. Mannoubi
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Asymptotic Bounds for the Sizes of Constant Dimension Codes and an Improved Lower Bound [PDF]
International Castle Meeting on Coding Theory and Applications, 2017 We study asymptotic lower and upper bounds for the sizes of constant dimension codes with respect to the subspace or injection distance, which is used in random linear network coding.
Daniel Heinlein, Sascha Kurz
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Singular Initial Value Problem for Certain Classes of Systems of Ordinary Differential Equations
Abstract and Applied Analysis, 2013 The paper is devoted to the study of the solvability of a singular initial value problem for systems of ordinary differential equations. The main results give sufficient conditions for the existence of solutions in the right-hand neighbourhood of a ...
Josef Diblík +2 more
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On the Generalization of Lehmer Problem and High-Dimension Kloosterman Sums
The Scientific World Journal, 2014 For any fixed integer k≥2 and integer r with r, p=1, it is clear that there exist k integers 1≤ai≤p-1 i=1, 2, …, k such that a1a2⋯ak≡r mod p. Let N(k,r;p) denote the number of all a1, a2, ⋯ak such that a1a2⋯ak≡r mod p and 2†a1+a2+⋯ + ak.
Guohui Chen, Han Zhang
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Asymptotic dimension, decomposition complexity, and Haver's property C [PDF]
, 2013 The notion of the decomposition complexity was introduced in \cite{GTY} using a game theoretical approach. We introduce a notion of straight decomposition complexity and compare it with the original as well with the asymptotic property C.
A. Dranishnikov, M. Zarichnyǐ
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Attractor of reaction-diffusion equations in Banach spaces
Applied General Topology, 2001 In this paper we prove first some abstract theorems on existence of global attractors for differential inclusions generated by w-dissipative operators. Then these results are applied to reaction-diffusion equations in which the Babach space Lp is used as
José Valero
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