Besov continuity for global operators on compact Lie groups: the critical case $p=q=\infty.$ (1807.00952v1)

Abstract: In this note, we study the mapping properties of global pseudo-differential operators with symbols in Ruzhansky-Turunen classes on Besov spaces $B^{s}_{\infty,\infty}(G).$ The considered classes satisfy Fefferman type conditions of limited regularity.