Asymptotics of subcoercive semigroups on nilpotent Lie groups

Abstract

One can associate asymptotic approximates G∞ and H∞ with each nilpotent Lie group G and pure m-th order weighted subcoercive operator H by a scaling limit. Then the semigroups S and S(∞) generated by H and H∞, on the spaces Lp(G), p ∈ [1, ∞], Show more