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Fourier Analysis with Respect to Bilinear Maps
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作者 o. blasco J.M. CALABUIG 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2009年第4期519-530,共12页
Several results about convolution and about Fourier coefficients for X-valued functions defined on t he torus satisfying the condition sup ||y||=1∫-π^π|| B (f (e^iθ), y)||dθ/2π〈 ∞ for a bounded bil... Several results about convolution and about Fourier coefficients for X-valued functions defined on t he torus satisfying the condition sup ||y||=1∫-π^π|| B (f (e^iθ), y)||dθ/2π〈 ∞ for a bounded bilinear map B : X × Y → Z are presented and some applications are given. 展开更多
关键词 vector-valued functions Pettis integral Bochner integrals Fourier type
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