论文标题
对没有流量测量的树木的分析
Analysis on trees with nondoubling flow measures
论文作者
论文摘要
我们认为具有无穷大的树木具有流量测量，这是至少指数级生长的措施，并且不满足等等的不平等。在这种情况下，我们开发了Calderon-Zygmund理论，并定义了BMO和Hardy空间，证明了许多期望的结果，该结果扩展了相应的理论，如在更古典的环境中所知。
We consider trees with root at infinity endowed with flow measures, which are nondoubling measures of at least exponential growth and which do not satisfy the isoperimetric inequality. In this setting, we develop a Calderon-Zygmund theory and we define BMO and Hardy spaces, proving a number of desired results extending the corresponding theory as known in more classical settings.
