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Maximal regularity in L\sp p(\Bbb R\sp N) for a class of elliptic operators with unbounded coefficients
No full textHarnack estimates for non-negative weak solutions of a class of singular parabolic equations
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Generation results for elliptic operators with unbounded diffusion coefficients in L\sp p- and C\sb b-spaces
No full textLocal properties of non–negative solutions to some doubly non–linear degenerate parabolic equations
No full textIn the present paper we study the local behavior of non-negative weak solutions of a wide class of doubly non linear degenerate parabolic equations. We show, in particular, some lower pointwise estimates of such solutions in terms of suitable sub-potentials (dictated by the structure of the equation) and an alternative form of the Harnack inequality
Elliptic operators with unbounded diffusion coefficients perturbed by inverse square potentials in Lp-spaces
No full textIn this paper we give sufficient conditions on and ensuring that the space of test functions is a core for the operator
and with a suitable domain generates a quasi-contractive and positivity preserving -semigroup in . The proofs are based on some -weighted Hardy's inequality and perturbation techniques
Analytic semigroups generated in Lp by elliptic operators with high order degeneracy at the boundary
No full textEnergy Estimates and Integral Harnack inequality for some doubly nonlinear singular parabolic equations
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