Results 31 to 40 of about 184,563 (268)
We define an integral, the distributional integral of functions of one real variable, that is more general than the Lebesgue and the Denjoy-Perron-Henstock-Kurzweil integrals, and which allows the integration of functions with distributional values ...
Estrada, Ricardo, Vindas, Jasson
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Multiparameter ergodic Cesàro-α averages [PDF]
Let (X,F,ν) be a σ-finite measure space. Associated with k Lamperti operators on Lp(ν), T1,…,Tk, nˉ=(n1,…,nk)∈Nk and αˉ=(α1,…,αk) with 01/α∗ where α∗=min1≤j≤kαj. In the limit case p=1/α∗, we prove that the averages Rnˉ,αˉf converge almost everywhere on X
Bernardis, Ana Lucia +2 more
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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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Almost everywhere convergence of Fej\'er means of two-dimensional triangular Walsh-Fourier series [PDF]
In 1987 Harris proved (Proc. Amer. Math.
Gát, György
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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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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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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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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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Almost everywhere convergence of Vilenkin-Fourier series [PDF]
Abstract not ...
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POINTWISE CONVERGENCE OF SCHRÖDINGER SOLUTIONS AND MULTILINEAR REFINED STRICHARTZ ESTIMATES
We obtain partial improvement toward the pointwise convergence problem of Schrödinger solutions, in the general setting of fractal measure. In particular, we show that, for $n\geqslant 3$, $\lim _{t\rightarrow 0}e^{it\unicode[STIX]{x1D6E5}}f(x)$$=f(x ...
XIUMIN DU +3 more
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