In this talk, we construct and classify all differential symmetry breaking operators between certain principal series representations of the groups $SO_0(4,1)$ and $SO_0(3,1)$. Moreover, we prove that for these representations, we obtain a localness theorem, namely, we have that any symmetry breaking operator is given by a differential (local) symmetry breaking operator.
De Toshiyuki Kobayashi
De Pierre Julg
De Quentin Labriet
De Víctor Pérez-Valdés
De Guendalina Palmirotta
De Christian Arends
De Tomasz Przebinda
De Masatoshi Kitagawa
De Janet Flikkema
De Robin van Haastrecht
De Tatsuro Hikawa
De Temma Aoyama
De Yuichiro Tanaka
De Pierre Clare
De Neza Zager Korenjak
De Colin Davalo
