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Pointwise convergence

Pointwise convergence in probability of general smoothing splines

Pointwise convergence in probability of general smoothing splines

... the convergence of µ n (or any characterisation of the limit such as we give in this paper as a solution to a variational ...For convergence of the kernel it is enough that λ 1 = o(n 2−δ ) for any δ > ...

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Hardy Littlewood type inequalities for Laguerre series

Hardy Littlewood type inequalities for Laguerre series

... A number of authors have studied the problems of pointwise convergence and mean convergence for different types of Laguerre series. Of particular interest are the results of Askey and Wainger [1], ...

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Graph Laplacians and their Convergence on Random Neighborhood Graphs

Graph Laplacians and their Convergence on Random Neighborhood Graphs

... the pointwise convergence of the continuous approximation for general submanifolds M with boundary of bounded geometry with the additional Assumptions ...

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Fixed Point Theorems for Middle Point Linear Operators in

Fixed Point Theorems for Middle Point Linear Operators in

... under pointwise convergence, the convexity of the set of fixed points, and the fact that it suffices to test middle point linearity on a dense subsets of the ...

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Convergence rate of extremes from Maxwell sample

Convergence rate of extremes from Maxwell sample

... the convergence rate of extremes from Maxwell sample have been widely used in the field of ...uniform convergence rate of its distribution to the extreme value distribution and give an improved proof for the ...

11

An Ascoli theorem for sequential spaces

An Ascoli theorem for sequential spaces

... (pointwise convergence, continu- ous convergence, and uniform convergence) and look at the induced structures on equicontinuous and evenly continuous ...

13

Approximating common fixed points of semigroups in metric spaces

Approximating common fixed points of semigroups in metric spaces

... Over the years many people were successful in defining the analogue of linear properties in metric spaces. The weak-topology is still hard to define in the context of metric spaces. An approach to weak-convergence ...

12

Two Multivariate Generalizations of Pointwise Mutual Information

Two Multivariate Generalizations of Pointwise Mutual Information

... In this paper, we explore two possible generaliza- tions of pointwise mutual information for multi-way co-occurrences from a theoretical point of view. In section 2, we discuss some relevant related work, mainly ...

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Uniform mean convergence theorems for hybrid mappings in Hilbert spaces

Uniform mean convergence theorems for hybrid mappings in Hilbert spaces

... Using the notion of asymptotically invariant sequences of means on l ∞ , we obtain a mean convergence theorem for pointwise convergent sequences of hybrid mappings in Hilbert spaces. By assuming the strong ...

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Higher equivariant excision

Higher equivariant excision

... prove convergence results for the tree of a functor on pointed G-spaces that commutes with fixed-points, and we reinterpret the Tom Dieck-splitting as an instance of a more general splitting phenomenon that occurs ...

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Pointwise slant submersions from Sasakian manifolds

Pointwise slant submersions from Sasakian manifolds

... In this paper, we focused on pointwise slant submersions from Sasakian manifolds onto Rie- mannian manifolds. This paper is organized as follows. We collect main notions and formulae which are needed for this ...

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Depthwise Convolution Is All You Need for Learning Multiple Visual Domains

Depthwise Convolution Is All You Need for Learning Multiple Visual Domains

... Different from (Rebuffi, Bilen, and Vedaldi 2018), we replace each standard convolution in the ResNet-26 with depthwise separable convolution and increase the channel size. The modified network architecture is shown in ...

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Fixed point of asymptotic pointwise nonexpansive semigroups in metric spaces

Fixed point of asymptotic pointwise nonexpansive semigroups in metric spaces

... for pointwise contractions, asymptotic pointwise contractions, pointwise nonexpansive and asymptotic pointwise nonexpansive mappings acting in modular functions spaces [, ...

12

Advances and challenges in computational research of micro and nano flows

Advances and challenges in computational research of micro and nano flows

... An alternative method for dealing with systems at microscales is the the Hybrid Molecular-Continuum Methods (HMCM) in which both molecular (usually MD or MC) and continuum (usually CFD and FEM) solvers are used (Kalweit ...

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Considerations on Study Designs Using the Extreme Sibpairs Methods Under Multilocus Oligogenic Models

Considerations on Study Designs Using the Extreme Sibpairs Methods Under Multilocus Oligogenic Models

... the IBD probabilities at the marker loci conditional on a proportion to the total sum of all such probabilities. the IBD sharings at the trait loci, The power to detect linkage under multilocus models can be measured in ...

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A priori error estimates for optimal control problems with pointwise constraints on the gradient of the state

A priori error estimates for optimal control problems with pointwise constraints on the gradient of the state

... Abstract. We analyze a finite element approximation of an elliptic optimal control problem with pointwise bounds on the gradient of the state variable. We derive convergence rates if the control space is ...

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A Study on Fourier Series with Maple

A Study on Fourier Series with Maple

... In this paper, some practical examples are proposed to study the Fourier series expansion method of the absolutely integrable periodic function. At the same time, with Maple's superior drawing function allows us to ...

5

On fuzzy function spaces

On fuzzy function spaces

... Abstract. In [3], we started the investigation of compactness in fuzzy function spaces in FCS, the category of fuzzy convergence spaces as defined by Lowen/Lowen/Wuyts [8]. This paper goes somewhat deeper in the ...

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On pointwise and uniform statistical convergence of order α for sequences of functions

On pointwise and uniform statistical convergence of order α for sequences of functions

... convergence of order α for sequences of real-valued functions. Furthermore, we give the concept of an α -statistically Cauchy sequence for sequences of real-valued functions and prove that it is equivalent to ...

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LR norm. In this paper we shall discuss the convergence of non–orthogonal wavelet expansions

LR norm. In this paper we shall discuss the convergence of non–orthogonal wavelet expansions

... wise convergence of the Shannon wavelet series can be studied directly but it is very special case and of less ...the pointwise convergence of wavelet expension in L P (R), 1    P , associated ...

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