Some meromorphic approximations and decompositions of function <img alt="" src="http://latex.codecogs.com/gif.latex?\fn_jvn \100dpi \inline L^p" /> on the boundary of the strip

CHEN Zhanmei DENG Guantie WANG Cuiqiao HUANG Huaping

doi:10.16360/j.cnki.jbnuns.2017.05.001

CHEN Zhanmei DENG Guantie WANG Cuiqiao HUANG Huaping. Some meromorphic approximations and decompositions of function on the boundary of the strip[J]. Journal of Beijing Normal University(Natural Science), 2017, 53(5): 505-509. DOI: 10.16360/j.cnki.jbnuns.2017.05.001

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Some meromorphic approximations and decompositions of function $\100dpi \inline L^p$ on the boundary of the strip

CHEN Zhanmei DENG Guantie WANG Cuiqiao HUANG Huaping

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In this paper, we mainly prove that every $\100dpi \inline L^p$ (0<p<1) function on the boundary of the strip can
be approximated by two lists of meromorphic functions with some features in Hardy spaces on the disjoint
strip, and can be decomposed into the sum of two non-tangential limit functions in Hardy spaces on the strip.

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Some meromorphic approximations and decompositions of function on the boundary of the strip

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Some meromorphic approximations and decompositions of function $\100dpi \inline L^p$ on the boundary of the strip