Results 81 to 90 of about 7,220,522 (276)
Interpolated scales of approximation spaces for regular elliptic operators on compact manifolds
We define the interpolated scales of approximation spaces, generated by regular elliptic operators on compact manifolds. The appropriate Bernstein-Jackson inequalities and application to spectral approximations of regular elliptic operators are ...
M.I. Dmytryshyn
doaj +1 more source
Improved Conservative Scheme for Lenard‐Bernstein Collisions in Gyrokinetic Turbulence Simulations
ABSTRACT Turbulence in the edge and scrape‐off layer regions plays a critical role for the performance of future magnetic confinement fusion power plants. Gyrokinetic simulations allow studying this regime with high fidelity. A key aspect in these regions is the high concentration of impurities, which can radiate energy, leading to significant losses ...
Andrew Ivan Sulimro +3 more
wiley +1 more source
Improving approximation via linear combinations of Bernstein operators
In this paper, a new way to improve approximation operators is proposed. Two well-known methods are combined: the linear combination of the classic Bernstein operator and the iteration technique.
Ali Jaddoa +2 more
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A Bernstein-type operator approximating continuous functions on the semi-axis [PDF]
The authors present a Bernstein-type operator Ln which is given by a finite sum and defined on the space C(0,∞). It is shown that Ln defines a positive linear operator such that Lnf(x) tends pointwise on [0, ∞) to f(x) for n → ∞.
Bleimann, G., Butzer, P.L., Hahn, L.
core +1 more source
Thresholds: The metaphorical foundations of powerful knowledge
Abstract This paper advances a theoretical account of threshold concepts as metaphorical‐relational structures that reorganise meaning across contexts. Building on conceptual metaphor theory, we propose that threshold concepts can be understood as sites of schema‐level reorganisation: deep, embodied patterns of relational logic that scaffold abstract ...
Maria Karrol +1 more
wiley +1 more source
A note on a Bernstein-type operator of Bleimann, Butzer, and Hahn [PDF]
Let Ln(f, x)(f ϵ C)[0, ∞)) be a Bernstein-type approximation operator as defined and studied by Bleimann, Butzer, and Hahn. Probabilistic arguments are used to simplify and sharpen some of their results. The rates of convergence are given in terms of the
Khan, Rasul A
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ABSTRACT Freshwater availability is a critical climate change challenge in coastal delta regions. This challenge requires a transformative change toward circular water management. While experimentation and collaborative governance are recognized as enablers of transformative change, their interaction remains complex and insufficiently understood ...
Flavia Simona Albu Cosoveanu +3 more
wiley +1 more source
Approximation properties of (p, q)-Bernstein type operators [PDF]
Abstract We introduce a new generalization of the q-Bernstein operators involving (p, q)-integers, and we establish some direct approximation results. Further, we define the limit (p, q)-Bernstein operator, and we obtain its estimation for the rate of convergence. Finally, we introduce the (p, q)-Kantorovich type operators, and we give a
openaire +3 more sources
Abstract Objective Use of neuromodulation strategies targeting thalamic nuclei, including deep brain stimulation (DBS) and responsive neurostimulation (RNS), for treatment of pediatric drug‐resistant epilepsy (DRE) is increasing, despite limited evidence for efficacy and safety. We present the initial results from the Comparative Multicenter Evaluation
Samuel A. Tenhoeve +28 more
wiley +1 more source
In this study, a different generalization of q-Bernstein operators with the parameter λ∈[−1,1] is created. The moments and central moments of these operators are calculated, a statistical approximation result for this new type of (λ,q)-Bernstein ...
Lian-Ta Su +3 more
doaj +1 more source

