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We study the mathematical properties of a general model of cell division structured
with several internal variables. We begin with a simpler and specific model with two variables, we
solve the eigenvalue problem with strong or weak assumptions, and deduce from it the long-time
convergence. The main difficulty comes from natural degeneracy of birth terms that we overcome
with a regularization technique. We then extend the results to the case with several parameters and
recall the link between this...
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