  In this paper we are concerned with the stochastic partial differential
equations of super-fast diffusion processes describing behavior of plasma
dX(t)-{\Delta}ln(X(t)+1)dt=\surd(Q)dW(t), in (0,T)\timesO, where O is a bounded
open subset of R. We define a strong solution adequate to the properties of the
natural logarithm and we prove the corresponding existence and uniqueness
result.
