On backward uniqueness for parabolic equations when Osgood continuity of the coefficients fails at one point
We prove uniqueness for backward parabolic equations whose coefficients are Osgood continuous in time for $t>0$ but not at $t=0$.
math.AP↗
arXiv subjects
Publications and source records attributed to martino Prizzi.
We prove uniqueness for backward parabolic equations whose coefficients are Osgood continuous in time for $t>0$ but not at $t=0$.