Abstract
This chapter is devoted to Hardy inequalities and the analysis of their remainders in different forms. Moreover, we discuss several related inequalities such as Rellich inequalities and uncertainty principles.
Highlights
This chapter is devoted to Hardy inequalities and the analysis of their remainders in different forms
In the setting of Part 1 above the remainder formula (2.3) for the Euclidean norm | · |E in Rn was analysed by Ioku, Ishiwata and Ozawa [IIO17]. 2.1
G is a homogeneous group of homogeneous dimension Q ≥ 3
Summary
This chapter is devoted to Hardy inequalities and the analysis of their remainders in different forms. Some statements will hold for Q ≥ 2 or for Q ≥ 3 but we will be specifying this explicitly in formulations when needed
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