Elliptic boundary value problems for general systems of equations in complete scales of Banach spaces
It is well known that problems of elasticity theory and hydromechanics lead to the boundary value problems for general elliptic systems in which boundary conditions contain not only the functions \(u_1, \dots, u_k\) that occur in the system, but also contain functions \(u_{k+1}, \dots, u_{k+N}\) defined on the boundary. The main goal of this paper is to study such problems in complete scales of Banach spaces.
boundary value problems for general elliptic systems
scientific article; zbMATH DE number 1564379