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Search results for: OPERATORY BERNSTEINA-SCHNABLA
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Saturation of Bernstein Schnabl operators.
PublicationW pracy dowodzi się twierdzenia o nasyceniu dla operatorów Bernsteina-Schnabla nad sympleksem Bauera w przestrzeni Banacha.
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On the maximum principle of Bernstein-Schnabl operators over a Bauer simplex
PublicationW pracy bada się geometryczne własności sympleksy Bauera i dowodzi się zasady maksimum dla operatorów Bernsteina-Schnabla.
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Bernstein-type theorem for ϕ-Laplacian
PublicationIn this paper we obtain a solution to the second-order boundary value problem of the form \frac{d}{dt}\varPhi'(\dot{u})=f(t,u,\dot{u}), t\in [0,1], u\colon \mathbb {R}\to \mathbb {R} with Sturm–Liouville boundary conditions, where \varPhi\colon \mathbb {R}\to \mathbb {R} is a strictly convex, differentiable function and f\colon[0,1]\times \mathbb {R}\times \mathbb {R}\to \mathbb {R} is continuous and satisfies a suitable growth...
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Concrete Operators
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Operators and Matrices
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Wybór operatora usług VOIP
PublicationW pracy przedstawiono propozycje algorytmu wyboru operatora VoIP, zapewniającego w danym momencie realizację połączenia o najlepszej jakości. Weryfikacja jakości realizowanego połączenia została dokonana metodami subiektywnymi. Zaproponowane 2 metody wyboru najlepszego operatora wykorzystują: pomiar maksymalnego opóźnienia przechodzenia danych z/do operatora (w oparciu o usługę PING) oraz pomiar czasu trwania zestawiania połączenia...
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Advances in Operator Theory
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JOURNAL OF OPERATOR THEORY
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A Note on Fractional Curl Operator
PublicationIn this letter, we demonstrate that the fractional curl operator, widely used in electromagnetics since 1998, is essentially a rotation operation of components of the complex Riemann–Silberstein vector representing the electromagnetic field. It occurs that after the wave decomposition into circular polarisations, the standard duality rotation with the angle depending on the fractional order is applied to the left-handed basis vector...
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On mixing in the class of quadratic stochastic operators
PublicationWe study different types of limit behavior of quadratic stochastic operators acting on ℓ^1 (or ℓ^1_d) spaces in both strong and uniform topologies. The main motif of the paper is to express the uniform and strong asymptotic stability of the quadratic stochastic operator in terms of convergence of the associated (linear) nonhomogeneous Markov chain. We also examine which type of uniform convergence of iterates of the quadratic...