On the supersymplectic homogeneous superspace underlying the OSp(1/2) coherent states
On the supersymplectic homogeneous superspace underlying the OSp(1/2) coherent states
In this work we extend Onofri and Perelomov's coherent states methods to the recently introduced $OSp(1/2)$ coherent states. These latter are shown to be parametrized by points of a supersymplectic supermanifold, namely the homogeneous superspace $OSp(1/2)/U(1)$, which is clearly identified with a supercoadjoint orbit of $OSp(1/2)$ by exhibiting the corresponding …