作者:吕月明，李小欢
Authors:Lü Yue ming,LI Xiao huan
摘要:为研究微分形式上迭代算子的相关估计 ,运用Jensen不等式、Young不等式、结合 G(p,q,C) 类函数及 Whithey 覆盖定理的性质 ,将格林算子与 Dirac 算子迭代对微分形式 A - 调和方程解的 Lp 估计推广到 Orlicz空间中 ,得到了相关算子迭代的局部及全局估计。
Abstract:To study the related estimation of iterative operators on differential form, we apply the Jensen inequality, Young equation , G (p, q, C) class function and Whithey coverage theorem to extend the Lp estimation of A-harmonic equation of Green and Dirac operator to Orlicz space, and obtain the local and global estimation of correlation operator iteration.

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