Foundations of Global Non-Linear Analysis
Palais, Richard S.
Foundations of Global Non-Linear Analysis - 1ra - New York : W. A. BENJAMIN, INC., 1968 - 131 páginas
1.What is global analysis? 2.Jet bundles. 3.Differential operators. 4.Banach space valued section functions. 5.Derivative functors. 6.Dual functors. 7.Non-compact base spaces. 8.Some examples. 9.Some basic Lemmas of nonlinear analysis. 10.The categories. 11.The axiom. 12.Vector bundles neighborhoods. 13.The differentiable structure for m (€). 14.Some especial types of morphisms. 15.Non-linear differential operators 16.Polynomial differential operators. 17.Linearization and the symbol of a differential operator. 18.The index of a Non-Linear elliptic operator. 19.The calculus of variations.
fcnm529
512.5I/P19
Foundations of Global Non-Linear Analysis - 1ra - New York : W. A. BENJAMIN, INC., 1968 - 131 páginas
1.What is global analysis? 2.Jet bundles. 3.Differential operators. 4.Banach space valued section functions. 5.Derivative functors. 6.Dual functors. 7.Non-compact base spaces. 8.Some examples. 9.Some basic Lemmas of nonlinear analysis. 10.The categories. 11.The axiom. 12.Vector bundles neighborhoods. 13.The differentiable structure for m (€). 14.Some especial types of morphisms. 15.Non-linear differential operators 16.Polynomial differential operators. 17.Linearization and the symbol of a differential operator. 18.The index of a Non-Linear elliptic operator. 19.The calculus of variations.
fcnm529
512.5I/P19