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We study the initial trace problem for positive solutions of semilinear heatequations with strong absorption. We show that in general this initial trace isan outer regular Borel measure. We emphasize in particular the case where $u$satisfies (E) $\partial_t u-\Delta u+t^\alpha |u|^{q-1}u=0$, with $q>1$ and$\alpha>-1$ and prove that in the subcritical case $1

Initial trace of solutions of semilinear heat equation with absorption