Search Results - "Colzani, L."

Euler–MacLaurin Summation Formula on Polytopes and Expansions in Multivariate Bernoulli Polynomials by Brandolini, L., Colzani, L., Gariboldi, B., Gigante, G., Monguzzi, A.

“…We provide a multidimensional weighted Euler–MacLaurin summation formula on polytopes and a multidimensional generalization of a result due to L. J. Mordell on…”
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Which clinical factors delay proper treatment in panic disorder? A cross‐sectional multicentric study by Surace, T., Buoli, M., Affaticati, L. M., Esposito, G., Capuzzi, E., Colzani, L., La Tegola, D., Biagi, E., Colmegna, F., Caldiroli, A., Clerici, M.

“…Aim The aim of the present study was to identify clinical and socio‐demographic factors associated with duration of untreated illness (DUI) in patients…”
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Variations on a theme of Boole and Stein–Weiss by Colzani, L., Laeng, E., Monzón, L.

“…We give an alternative proof of a theorem of Stein and Weiss: The distribution function of the Hilbert transform of a characteristic function of a set E only…”
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The rate of convergence of Fourier expansions in the plane: a geometric viewpoint by Brandolini, L., Colzani, L., Iosevich, A., Travaglini, G.

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Expansions in Legendre polynomials and Lagrange interpolation by Colzani, L.

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Geometry of the gauss map and lattice points in convex domains by Brandolini, L., Colzani, L., Iosevich, A., Podkorytov, A., Travaglini, G.

“…Let Ω be a convex planar domain, with no curvature or regularity assumption on the boundary. Let Nθ(R) = card{RΩθ∩ℤ2}, where Ωθ denotes the rotation of Ω by θ…”
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The Gibbs Phenomenon for Multiple Fourier Integrals by Colzani, L., Vignati, M.

“…Restrict a smooth function to a domain bounded by a smooth surface. We study the summability of the Fourier integral of this function at points near the…”
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Optimal Bounds on the Modulus of Continuity of the Uncentered Hardy–Littlewood Maximal Function by Aldaz, J. M., Colzani, L., Pérez Lázaro, J.

“…We obtain sharp bounds for the modulus of continuity of the uncentered maximal function in terms of the modulus of continuity of the given function, via…”
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Equiconvergence Theorems for Fourier-Bessel Expansions with Applications to the Harmonic Analysis of Radial Functions in Euclidean and Noneuclidean Spaces by Colzani, Leonardo, Crespi, Antonio, Travaglini, Giancarlo, Vignati, Marco

“…We shall prove an equiconvergence theorem between Fourier-Bessel expansions of functions in certain weighted Lebesgue spaces and the classical cosine Fourier…”
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Time Decay and Regularity of Solutions to the Wave Equation and Convergence of Fourier Expansions by Colzani, Leonardo

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Almost everywhere convergence of inverse Fourier transforms by Colzani, Leonardo, Meaney, Christopher, Prestini, Elena

“…We show that if \log(2-\Delta)f\in L^2({\mathbb R}^d), then the inverse Fourier transform of f converges almost everywhere. Here the partial integrals in the…”
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Application of Solid Phase Micro-Extraction (SPME) to the analysis of pesticide residues in vegetables by Volante, Marco, Pontello, Mirella, Valoti, Laura, Cattaneo, Manuela, Bianchi, Mascia, Colzani, Luisa

“…Solid Phase Micro‐Extraction (SPME) is a new analytical technique, based on capturing the analytes by adsorption onto an organic phase coating a glass fibre,…”
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Approximation of eigenfunctions of elliptic differential operators by Colzani, Leonardo, Masiero, Federica

“…Eigenfunctions of elliptic boundary value problems can be well approximated by entire functions of exponential type and, as a consequence, it is possible to…”
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Localization and convergence of eigenfunction expansions by Brandolini, Luca, Colzani, Leonardo

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Approximation of lebesgue integrals by Riemann sums and lattice points in domains with fractal boundary by Colzani, Leonardo

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Average decay of Fourier transforms and integer points in polyhedra by Brandolini, Luca, Colzani, Leonardo, Travaglini, Giancarlo

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On Koksma-Hlawka inequality by Brandolini, L, Colzani, L, Gigante, G, Travaglini, G

“…The classical Koksma Hlawka inequality does not apply to functions with simple discontinuities. Here we state a Koksma Hlawka type inequality which applies to…”
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Optimal bounds on the modulus of continuity of the uncentered Hardy-Littlewood maximal function by Aldaz, J. M, Colzani, L, Lázaro, J. Pérez

“…We obtain sharp bounds for the modulus of continuity of the uncentered maximal function in terms of the modulus of continuity of the given function, via…”
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Regularity of spherical means and localization of spherical harmonic expansions by Colzani, Leonardo

“…Let G/K be a compact symmetric space, and let G = KAK be a Cartan decomposition of G. For f in L1(G) we define the spherical means f(g, t) = ∫k∫k ∫(gktk′) dk…”
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Approximation in Hardy spaces by Colzani, Leonardo

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