Results 41 to 50 of about 223,909 (283)
Almost everywhere convergence of two-dimensional Walsh-Nörlund means
The present paper the almost everywhere convergence of two-dimensional Walsh-Nörlund means is studied, when the given function belongs to the hybrid Hardy space $H_{\natural}$.
U. Goginava, K. Nagy
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The Convergence Almost Everywhere of Legendre Series [PDF]
It is proved that the Legendre series of an L p {L^p} function converges almost everywhere, provided 4 / 3 > p > ∞ 4/3 > p > \infty . The result fails if 1 ≦ p > 4
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We study the almost everywhere pointwise convergence of the Boussinesq operator along sequences $ \{t_n\}_{n = 1}^\infty $ with $ \lim\limits_{n\rightarrow \infty} t_n = 0 $ in one dimension.
Dan Li , Fangyuan Chen
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Space-Time Estimates on Damped Fractional Wave Equation
We obtain space-time estimates on the solution u(t,x) to the Cauchy problem of damped fractional wave equation. We mainly focus on the linear equation.
Jiecheng Chen, Dashan Fan, Chunjie Zhang
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A generalization of the global limit theorems of R. P. Agnew
For distribution functions {Fn,n≥0}, the relationship between the weak convergence of Fn to F0 and the convergence of ∫Rϕ(|Fn−F0|)dx to 0 is studied where ϕ is a nonnegative, nondecreasing function.
Andrew Rosalsky
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Uncertainties in future climate predictions due to convection parameterisations [PDF]
In the last decades several convection parameterisations have been developed to consider the impact of small-scale unresolved processes in Earth System Models associated with convective clouds.
H. Rybka, H. Tost
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: In paper [4] we studied the upper and the lower limits of sequence of intuitionistic fuzzy observables. We used an intuitionistic fuzzy state m for a definition the notion of almost everywhere convergence.
K. Čunderlíková
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Almost everywhere convergence of Vilenkin-Fourier series [PDF]
Abstract not ...
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Built experiences. History as a barometer of contemporaneity
Architecture is both a means and an end. Tending towards it allows the designer, and whoever takes part in the design activity, to make an ambitious attempt at defining an evolving entity.
Emilio Faroldi
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The rate of almost-everywhere convergence of Bochner–Riesz means on Sobolev spaces [PDF]
In this paper, we investigate the convergence of the Bochner-Riesz means on some Sobolev type spaces including $L^p$-Sobolev spaces $(p\geq 1)$ and $H^q$-Sobolev spaces ...
D. Fan, Fayou Zhao
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