Guantie Deng

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20112022

1 < p < \infty

) over Lipschitz Domains

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math.CV2015

Rational Approximation, Hardy Space - Decomposition of Functions in $L_{p}, p < 1$ : Further Results in Relation to Fourier Spectrum Characterization of Hardy Spaces

Guantie Deng, Tao Qian

Subsequent to our recent work on Fourier spectrum characterization of Hardy spaces $H^{p} (R)$ for the index range $1 \leq p \leq \infty,$ in this paper we prove further result…

Rational Approximation, Hardy Space - Decomposition of Functions in Lp​,p<1: Further Results in Relation to Fourier Spectrum Characterization of Hardy Spaces

Rational Approximation, Hardy Space - Decomposition of Functions in $L_{p}, p < 1$ : Further Results in Relation to Fourier Spectrum Characterization of Hardy Spaces