01546nam a2200181Ia 450000500170000000800410001702000130005808200170007110000230008824500960011125000080020726000390021530000190025450509620027394200080123599900170124395201040126020241211205630.0241211s1990    xx            000 0 und d  afcnm1301  a515.723I/Z61  aZeidler, Eberhard. 0aNonlinear Functional Analysis and its Applications Part II/B : Nonlinear Monotone Operators  a1ra  aNew York :bSpringer-Verlag,c1990  a1202 páginas  aGeneralization to nonlinear stationary problems. 1.Lipchitz continuous, strongly monotone operators, the projection-interaction method, and monotone potential operators. 2.Monotone operators and Quasi-linear elliptic differential equations. 3.Pseudomonotone operators and Quasi-linear elliptic differential equations. 4.Monotone operators and Hammerstein integral equations. 5.Noncoercive equations, nonlinear fredholm alternatives, locally monotone operators, stability, and bifurcation. Generalization to nonlinear nonstationary problems. 6.First-order evolution equations and the galerkin method. 7.Maximal accretive operators, nonlinear nonexpansive semigroups, and first-order evolution equations. 8.Maximal monotone mapping. 9.Second- order evolution equations and the galerkin method. General theory of discretization methods. 10.External approximation schemes, A-proper operators, and the difference method. 11.Mapping degree for A-proper operators.  yLIB  c50524d50524  00104070aBE-FCNMbBE-FCNMcTPd2018-02-08eDonacionfBuenoo515.723I/Z61pFCNM2190yLIBzInterno