Regularity for Very Weak Solutions of A-Harmonic Equation with Weight
Regularity for Very Weak Solutions of A-Harmonic Equation with Weight
This paper deals with very weak solutions of thewith the operator A : Ω × R n → R n satisfies some coercivity and controllable growth conditions with Muckenhoupt weight.By using the Hodge decomposition with weight, a regularity property is proved: There exists an integrable exponent r1 = r1(λ, n, …