a^pφ空间的自共轭

Self—conjugation on a^pφSpace

设φ是一个正则函数,α~p(φ)(0∞)是单位圆盘上带权φ~p(1.1)/(1-1.1~2)的调和勒贝格空间。我们得到了α~p(φ)的自共轭性,即当u∈α~p(φ)时它的调和共轭∈α~p(φ).

Let be a normal function and a^p( )(0<p<∞)the har- monic Lebesgue space on the unit disk with weight ~p(1.1/(1-1.1~2). The self-conjugation on a^p( )is obtained,i.e.,if u∈a^P( ),then its harmonic conjugate ∈α~p( ).