The Mathematical Theory of Finite Element Methods
Brenner, Susanne C.
The Mathematical Theory of Finite Element Methods - 1ra - Springer-Verlag, 1994 - 292 páginas
1.Sobolev spaces. 2.Variational formulation of elliptic boundary value problems. 3.The construction of a finite element space. 4.Polynomial approximation theory in sobolev spaces. 5.n-Dimensional variational problems. 6.Finite elemt multigrid methods. 7.Max-norn estimates. 8.Variational crimes. 9.Applications to plane elasticity. 10.Mixed methods. 11.Iterative techniques for mixed methods. 12.Applications of operator-interpolation theory.
fcnm1712
515.62I/B82
The Mathematical Theory of Finite Element Methods - 1ra - Springer-Verlag, 1994 - 292 páginas
1.Sobolev spaces. 2.Variational formulation of elliptic boundary value problems. 3.The construction of a finite element space. 4.Polynomial approximation theory in sobolev spaces. 5.n-Dimensional variational problems. 6.Finite elemt multigrid methods. 7.Max-norn estimates. 8.Variational crimes. 9.Applications to plane elasticity. 10.Mixed methods. 11.Iterative techniques for mixed methods. 12.Applications of operator-interpolation theory.
fcnm1712
515.62I/B82