首页 期刊 数学学报 On Heat Kernel Estimates and Parabolic Harnack Inequality for Jump Processes on Metric Measure Spaces 【正文】

On Heat Kernel Estimates and Parabolic Harnack Inequality for Jump Processes on Metric Measure Spaces

作者：Zhen-Qing; CHEN; Panki; KIM; Takashi; KUMAGAI Department; of; Mathematics; University; of; Washington; Seattle; WA; 98195; USA; and; Beijing; Institute; of; Technology; Beijing; 100081; P.; R.; China; Department; of; Mathematics; and; Research; Institute; of; Mathematics; Seoul; National; University; Seoul; 151-742; South; Korea; Department; of; Mathematics; Faculty; of; Science; Kyoto; University; Kyoto; 606-8502; Japan
测度空间   抛物面   度量   不等式   跳过程  

摘要：在这篇论文，我们在公制空格为跳类型 Markov 进程的一个类在跳的内核上讨论必要、足够的条件有规模不变的有限范围抛物线的 Harnack 不平等。

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数学学报

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期刊级别：北大期刊

发行周期：双月刊
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