The goal of this paper is to consider the global well-posedness to n-dimensional(n ≥ 3) Boussinesq equations with fractional dissipation. More precisely, it is
Let H_1, H_2, H_3 be real Hilbert spaces, let A : H_1→ H_3, B : H_2→ H_3 be two bounded linear operators. The split equality common fixed point problem(SECFP)
Guided by Lo.Yang’s method,we concern the question that how algebroid functions are determined by their multiple values and deficient values and we prove an at
Finite time blow up of the solutions to Boussinesq equation with linear restoring force and combined power nonlinearities is studied.Sufficient conditions on th