uniform convergence
Uniform Convergence and Dynamical Behavior of a Discrete Dynamical System
... which uniform limit of weakly mixing/topologically mixing maps is weakly mixing/topologically ...that uniform limit of a sequence of transitive maps is ...that uniform convergence of ...
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Sharp uniform convergence rate of the supercell approximation of a crystalline defect
... sharp uniform convergence rate to obtain sharp convergence error estimates on the vibrational en- tropy of a point defect, as well as [BHO] where our new results significantly simplify the ...
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Maximal uniform convergence rates in parametric estimation problems
... The analysis in this paper employs arguments based on the Hellinger distance. The rate at which the distance between two parameter values converges to zero such that the Hellinger distance converges to an interior limit, ...
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UNIFORM CONVERGENCE OF CESARO AVERAGES FOR UNIQUELY ERGODIC C-DYNAMICAL SYSTEMS
... The systematic study of some natural generalisations of ergodic prop- erties to the quantum case has been carried out in the seminal paper [17]. The reader is also referred to [4, 5, 7, 9] for some quantum versions of ...
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Uniform convergence of estimator for nonparametric regression with dependent data
... strong convergence of sums of α-mixing random variables and gave its application to density estimation, Hansen [] obtained the uniform convergence rates for kernel estimation with dependent data, ...
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Uniform Convergence of Some Extremal Polynomials in Domain with Corners on the Boundary
... Israfilov, “Uniform convergence of the Bieberbach polynomials in closed smooth domains of bounded boundary rotation,” Journal of Approximation Theory, vol.. Gaier, “On the convergence of[r] ...
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Maximal uniform convergence rates in parametric estimation problems
... optimal uniform convergence rates for non-regular paramet- ric estimation problems, utilizing the concepts of Hellinger distance between probability densities and a Hellinger rate derived from this ...
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Uniform Convergence of Extremal Polynomials When Domains Have Corners and Special Cusps on the Boundary
... Andrievskii, “On the Uniform Convergence of Bieberbach Polynomials in Domains with Piecewise Quasiconformal Boundary,” In: Mappings Theory and Approximation of Function, Naukova Dumka Ki[r] ...
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Mean and uniform convergence of Lagrange interpolation with the Erdős type weights
... Jung and Sakai Journal of Inequalities and Applications 2012, 2012:237 http://www.journalofinequalitiesandapplications.com/content/2012/1/237.. Mean and uniform convergence of Lagrange in[r] ...
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Learnability, Stability and Uniform Convergence
... of uniform convergence and learnability was formally established only in the supervised classification and regression ...dimensions, uniform convergence, as well as ERM stability, are indeed ...
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On uniform convergence for (μ,ν) type rational approximants in ℂn II
... ON UNIFORM CONVERGENCE FOR TYPE RATIONAL APPROXIMANTS IN n.. This paper shows that if fz is analytic in some neighborhood of the.[r] ...
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Statistical uniform convergence in $2$-normed spaces
... statistical convergence in 2-normed spaces for double sequence was introduced in ...Statistical convergence of double sequences in 2-normed spaces , ...statistical convergence in 2-normed spaces and ...
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Uniform convergence and learnability
... c on more th a n mo inputs chosen random ly according to the distribution //, then h has actual error less th a n e. As emphasised earlier, th e value of mo m ust depend on neither the target concept c nor the ...
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Topologies between compact and uniform convergence on function spaces
... > 1>, so that Tn,l=I qtVa, As a consequence of Theorem 1.1, if every element of a is pseudocompact a space is pseudocompact if every continuous real-valued function on the space is bound[r] ...
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A Remark on the Uniform Convergence of Some Sequences of Functions
... Abstract We stress a basic criterion that shows in a simple way how a sequence of real-valued functions can converge uniformly when it is more or less evident that the sequence converges[r] ...
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Uniform Convergence of the Spectral Expansion for a Differential Operator with Periodic Matrix Coefficients
... Veliev, “The spectrum and spectral singularities of di ff erential operators with periodic complex- valued coe ffi cients,” Di ff erential Equations , vol. Veliev, “The one-dimensional Schr [r] ...
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Local polynomial estimations of time varying coefficients for local stationary diffusion models
... Proof of Theorem Notice that the uniform convergence of the proposed estimation for the diffusion coefficient is determined by that of the estimation of the density function. Therefore, due to Lemma in Koo ...
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Reverse Smoothing Effects, Fine Asymptotics, and Harnack Inequalities for Fast Diffusion Equations
... but convergence was proved only for some special classes of initial data and in some Sobolev spaces; that convergence in general does not imply uniform convergence up to the ...of ...
31
1511.06198.pdf
... universal uniform bound for marginal ...the convergence in a uniform manner with standardizing constants that are adaptive in n and ...this uniform convergence with adaptive ...
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Order compatibility for Cauchy spaces and convergence spaces
... Conversely, assume that X, C is a w.p.c.s, derived from a quasi-uniform convergence structure v and let be the associated Given the two conditions,.. uniform convergence structure and.[r] ...
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