Title: Continuity properties for Born-Jordan operators with symbols in Hörmander classes and modulation spaces,
Abstract: We show that the Weyl symbol of a Born-Jordan operator is in the same class
as the Born-Jordan symbol, when Hörmander symbols and certain types of
modulation spaces are used as symbol classes. We use these properties to carry
over continuity and Schatten-von Neumann properties to the Born-Jordan
calculus.