In this paper, the dual of a novel martingale Hardy space generated by-mean-square operator is addressed. Fefferman's inequality is proved to hold for and. Meanwhile, the dual space of is characterized and proved in the case. The result shows that for $/math$, the dual space of $/math$ can be characterized by Garsia space aKp.
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机译：在本文中，讨论了由均方算子生成的新型mar Hardy空间的对偶。事实证明，费弗曼不等式适用于和。同时，对案例的双重空间进行了表征和证明。结果表明，对于$ / math $，$ / math $的对偶空间可以用Garsia space aKp表征。
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