Results 1 to 10 of about 6,431,098 (194)
Best approximation of functions in generalized Hölder class [PDF]
Here, for the first time, error estimation of the functions g∈Hz(w) $g\in H_{z}^{(w)}$ and g˜∈Hz(w) $\tilde{g}\in H_{z}^{(w)}$ classes using TC1 $TC^{1}$ method of F. S. (Fourier Series) and C. F. S.
H. K. Nigam, Md. Hadish
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ON THE BEST APPROXIMATION OF THE DIFFERENTIATION OPERATOR
In this paper we give a solution of the problem of the best approximation in the uniform norm of the differentiation operator of order k by bounded linear operators in the class of functions with the property that the Fourier transforms of their ...
Vitalii V. Arestov
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Best Co-Approximation In Weighted Space [PDF]
In this paper, we present best co- approximation in weighted space. The results considered are these of existence of functions of best co- approximation, specifications of co-a proximal and specification co- Chebyshev subspaces.
Alaa Auad, Alaa Hussain
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Existence of invariant points and applications to simultaneous approximation [PDF]
For the set of e-simultaneous approximation and e-simultaneous coapproximation, we derive certain Brosowski-Meinardus type invariant point results in this paper.
Chandok Sumit, Narang T. D.
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Exact order estimates for some characteristics of linear and nonlinear approximation of the isotropic Nikol'skii-Besov classes $\mathbf{B}^r_{p,\theta}$ of periodic multivariate functions in the spaces $B_{q,1}$, $1\leq q \leq \infty$, are obtained ...
A.S. Romanyuk +3 more
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Description This course deals with the design and analysis of algorithms for combinatorial optimization problems such as graph problems (matchings, network design, covering problems), scheduling and packing problems.
Mohit Singh, K. Talwar
semanticscholar +1 more source
Best comonotone approximation [PDF]
The authors have described a general theory of best comonotone approximation in \(C[a,b]\) by elements of an \(n\)-dimensional extended Chebyshev subspace. Two theorems on characterizations are studied which seem to be useful for the actual computation of best comonotone approximations.
Deutsch, Frank, Zhong, Jun
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New estimates related with the best polynomial approximation
In some old results, we find estimates the best approximation \(E_{n,p}(f)\) of a periodic function satisfying \(f^{(r)}\in\mathbb{L}^p_{2\pi}\) in terms of the norm of \(f^{(r)}\) (Favard inequality).
Jorge Bustamante
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Best Approximation in Cone-Normed Space [PDF]
The question of whether cone metric spaces are real generalizations of metric spaces is proved, in the sense of Best Approximation, not to be affirmative.
Abdallah Hakawati, Sawsan Al-Dwaik
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Convergence of Best Best L ∞ -Approximations [PDF]
Let ( Ω , A , μ ) (\Omega , \mathcal {A}, \mu ) be a probability space and let { B i } i = 1 ∞
Abdallah M. Al-Rashed, Richard B. Darst
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