Lecture notes in pure and applied mathematics : Nonlinear and Convex Analysis

Por: Colaborador(es): Detalles de publicación: 1987Descripción: 311 páginasISBN:
  • fcnm2160
Clasificación CDD:
  • 515.355I/B74
Contenidos:
1.Contributors. 2.Conference partipants. 3.List of publications of ky fan. 4.Smooth and heavy viable solutions to control problems. 5.On simplified proofs of theorems of von Neumann, Heinz, and Ky fan, ans their extended version. 6.Vandermonde determinat and Lagrange interpolation in RS. 7.Applications of nonstandard theory of locally convex spaces. 8.Local invertibility of set-valued maps. 9.Some minimaz theorem without convexity. 10.Weak compactness and the minimax equality. 11.Nonlinear volterra equations with positive kernels. 12.Some results on multivalued mapping anf inequalities. 13.Srong equilibria. 14.A variational principle applications to the nonlinear complementary problems. 15.On a best approximation theorem. 16.A vector minimization problem in a Stochastic continuous. 17.Calculation of the A-functions for several classes of normed linear spaces. 18.Existence of positive eignevectors and fixed points for a-proper type maps in cones. 19.On the method of successive aproximations for nonexpansive mapping. 20.Quasilinear elliptics on the N-tours. 21.A local minimax theorem withort compacts. 22.Covering theorems of convex sets related no Fixed-point. 23.Sharpley selections and covering theorems of simplexes. 24.Generalizations of convex supremization duality. 25.On the asymptotic Behavir of Almost-orbits of commutative semigroups in Banach spaces. 26.On a factorizations of operators throught a subspace of C0. 27.Trace formula for almost Lie algebra of operators and cyclic One-cocycles.
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1.Contributors. 2.Conference partipants. 3.List of publications of ky fan. 4.Smooth and heavy viable solutions to control problems. 5.On simplified proofs of theorems of von Neumann, Heinz, and Ky fan, ans their extended version. 6.Vandermonde determinat and Lagrange interpolation in RS. 7.Applications of nonstandard theory of locally convex spaces. 8.Local invertibility of set-valued maps. 9.Some minimaz theorem without convexity. 10.Weak compactness and the minimax equality. 11.Nonlinear volterra equations with positive kernels. 12.Some results on multivalued mapping anf inequalities. 13.Srong equilibria. 14.A variational principle applications to the nonlinear complementary problems. 15.On a best approximation theorem. 16.A vector minimization problem in a Stochastic continuous. 17.Calculation of the A-functions for several classes of normed linear spaces. 18.Existence of positive eignevectors and fixed points for a-proper type maps in cones. 19.On the method of successive aproximations for nonexpansive mapping. 20.Quasilinear elliptics on the N-tours. 21.A local minimax theorem withort compacts. 22.Covering theorems of convex sets related no Fixed-point. 23.Sharpley selections and covering theorems of simplexes. 24.Generalizations of convex supremization duality. 25.On the asymptotic Behavir of Almost-orbits of commutative semigroups in Banach spaces. 26.On a factorizations of operators throught a subspace of C0. 27.Trace formula for almost Lie algebra of operators and cyclic One-cocycles.

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