Výsledky vyhledávání - function of one real variable with values in a space with convergence structure

On the Hausdorff convergence of functions of one real variable Autor Marconi, Umberto

“…Let X be a bounded subset of the real line and let Y be a metric space. In the function space C(X,Y…”
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On exact estimates of the convergence rate of fourier series for functions of one variable in the space L 2[–π, π] Autor Kerimov, M. K., Selimkhanov, E. V.

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On exact estimates of the convergence rate of fourier series for functions of one variable in the space L sub(2)[- pi , pi ] Autor Kerimov, M K, Selimkhanov, E V

“…The work is devoted to exact estimates of the convergence rate of Fourier series in the trigonometric system in the space of square summable 2 pi -periodic functions with the Euclidean norm on certain…”
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On exact estimates of the convergence rate of fourier series for functions of one variable in the space L ^sub 2^[-[pi], [pi]] Autor Kerimov, M K, Selimkhanov, E V

“…The work is devoted to exact estimates of the convergence rate of Fourier series in the trigonometric system in the space of square summable 2[pi…”
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On exact estimates of the convergence rate of fourier series for functions of one variable in the space L2[–π, π] Autor Kerimov, M. K., Selimkhanov, E. V.

“…The work is devoted to exact estimates of the convergence rate of Fourier series in the trigonometric system in the space of square summable 2π…”
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On the Hausdorff convergence of functions of one real variable☆☆Work supported by the research project “Analisi Reale” of the Italian Ministero dell'Università e della Ricerca Scientifica e Tecnologica Autor Marconi, Umberto

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Solvability Conditions for the Nonlocal Boundary-Value Problem for a Differential-Operator Equation with Weak Nonlinearity in the Refined Sobolev Scale of Spaces of Functions of Many Real Variables Autor Il’kiv, V. S., Strap, N. I., Volyanska, I. I.

“…¨ormander spaces of functions of several real variables, which form a refined Sobolev scale…”
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Rate of uniform consistency for a class of mode regression on functional stationary ergodic dataja Autor Chaouch, Mohamed, Laïb, Naâmane, Louani, Djamal

“…) taking values in some semi-metric abstract space E F. For a real function dened on the space F and x E, we consider the conditional mode of the real random variable (Z) given the event X = x…”
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Optimum design of large-scale truss towers using cascade optimization Autor Kaveh, A., Ilchi Ghazaan, M.

“…High number of design variables, large size of the search space, and control of a great number of design constraints are major preventive factors in performing optimum design of real-world structures…”
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Level set methods for gradient-free optimization of metasurface arrays Autor Saad-Falcon, Alex, Howard, Christopher, Romberg, Justin, Allen, Kenneth

“… While many design variables in physical systems take discrete values, optimization algorithms often benefit from a continuous design space…”
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Asymptotic Properties of the Semi-Parametric Estimators of the Conditional Density for Functional Data in the Single Index Model with Missing Data at Random Autor Rabhi, Abbes, Mekki, Sanaà Dounya

“… and the predictor takes values in a semi-metric space. We assume that the explanatory and the response variables are linked through a single-index structure…”
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Path-Planning Algorithms in High-Dimensional Spaces Autor Hauer, Florian

“…,...).Many formulations exist depending on the type of system involved. One major distinction is between systems…”
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THE DISTRIBUTIONAL DENJOY INTEGRAL Autor Talvila, Erik

“… The Alexiewicz norm leads to a Banach space of integrable distributions that is isometrically isomorphic to the space of continuous functions on the extended real line with uniform norm…”
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Concurrent Object Regression and Single Index Fréchet Model for Metric Space Valued Data Autor Bhattacharjee, Satarupa

“… A commonly encountered and important scenario is a regression framework, where the response variables take values in a metric space with or without any algebraic structure, and where only…”
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Structural Parameter Identification Using Multi-Objective Modified Directional Bat Algorithm Autor LIU Li-jun, LIN Ying-hai, SU Yong-hui, LEI Ying

“…ObjectiveStructural parameter identification based on swarm intelligent optimization methods has become one of the popular methods for finite element model modification…”
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Theory and Methods for Global Multi-Objective Simulation Optimization on Compact Sets Autor Ondes, Burla E

“… The solution to a MOSO problem is the efficient set, which consists of feasible decision points where no other feasible point is at least as good in all objectives and strictly better in at least one…”
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The continuous primitive integral in the plane Autor Talvila, Erik

“… (with respect to Lebesgue measure). A space of primitives is taken as the set of continuous real-valued functions \(F(x,y…”
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NOCEA: A rule-based evolutionary algorithm for efficient and effective clustering of massive high-dimensional databases Autor Sarafis, Ioannis A., Trinder, Phil W., Zalzala, Ali M.S.

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Bayesian Inference in High-dimensional Regression Models using Sparse Projection Posterior Autor Pal, Samhita

“…We consider a novel Bayesian approach to estimation, uncertainty quantification, and variable selection for high-dimensional linear regression models under sparsity…”
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Level set methods for gradient-free optimization of metasurface arrays Autor Saad-Falcon, Alex, Howard, Christopher, Romberg, Justin, Allen, Kenneth

“… While many design variables in physical systems take discrete values, optimization algorithms often benefit from a continuous design space…”
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