Resumen de The 2p Carleson measure problem
Let µ be a nonnegative Borel measure on the open unit disk . This note shows how to decide that the Möbius invariant space , covering and , is boundedly (resp., compactly) embedded in the quadratic tent-type space . Interestingly, the embedding result can be used to determine the boundedness (resp., compactness) of the Volterra-type and multiplication operators on .
