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HARNACK INEQUALITIES FOR PARABOLIC Q-MINIMA

王光烈、孙安香

1992中国科学通报：英文版Mathematics被引 0

摘要

Because of the importance of Harnack inequalities, when the notion of (elliptic) Q-minima was founded in [1], it is asked whether these inequalities hold for it. The Harnack inequality for (elliptic)Q-minima then is proved in [2]. Wieser extended the notion of Q-minima to the parabolic case, and obtained the Hlder continuity. In this note, under those conditions, by which the Hlder continuity of the parabolic Q-minima was obtained in [ 3], we prove that the Harnack inequalities hold for Q-minima.

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