  In this article we deal with stochastic perturbation of degenerate parabolic
partial differential equations (PDEs). The particular emphasise is on analysing
the effect of multiplicative L\'{e}vy noise to such problems and establishing
wellposedness by developing a suitable weak entropy solution framework. The
proof of existence is based on the vanishing viscosity technique. The
uniqueness is settled by interpreting Kruzkov's doubling technique in the
presence noise.
