  Among newly discovered M2, M5 objects in the Bagger-Lambert-Gustavsson
theory, our interest is about half BPS vortices which are covariantly
holomorphic curves in transverse coordinates. We restrict ourselves to the case
where the global symmetry is broken to so(2) x so(2)x so(4) for the mass
deformed Bagger-Lambert theory. A localized object with finite energy exists in
this theory where the mass parameter supports regularity. It is time
independent but carries angular momentum coming solely from the gauge potential
by which the energy is bounded below.
