拟鞅的Fefferman不等式和对偶定理
THE FEFFERMAN INEQUALITY AND DUAL THEOREM FOR QUASI-MARTINGALES

本文讨论了拟鞅的Fefferman不等式和Hardy空间的对偶空间. 利用鞅的相关结果和Doob分解的方法, 把鞅的Fefferman不等式推广到拟鞅情形, 并描述了拟鞅的Hardy空间？p在1 < p < ∞)时的对偶空间.
In this paper, the Fefferman inequality and dual theorem for quasi-martingales are studied. By using the correspond results for martingales and the Doob's decomposition, the Fefferman inequality for martingales is extended to the quasi-martingale setting and the dual space of quasi-martingale Hardy space ？p(1 < p < ∞) is described