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Recent Results on Markov Moment Problem, Polynomial
Octav Olteanu
Recent Results on Markov Moment Problem, Polynomial
Octav Olteanu
The main purposes of this book are: 1) applying generalized Hahn-Banach type results and relatively recent results on polynomial approximation on unbounded subsets to the existence and uniqueness of the solutions for some Markov moment problems; determining the norms of the linear solutions by means of the continuous convex dominating operator; Mazur-Orlicz theorems in concrete spaces are also under attention; 2) studding properties of convex functions and operators and related optimization; 3) emphasizing applications of a global Newton like method for convex operators and its relationship with contraction principle; 4) pointing out invariant subspaces and invariant balls for a class of bounded linear operators; 5) passing from results of linear functional analysis to the nonlinear case; 6) proving topological versions for sandwich type results over simplexes and over finite-simplicial sets; links between the first and the last chapters are also discussed.
Médias | Livres Paperback Book (Livre avec couverture souple et dos collé) |
Validé | 15 septembre 2020 |
ISBN13 | 9789975153225 |
Éditeurs | Generis Publishing |
Pages | 100 |
Dimensions | 152 × 229 × 5 mm · 145 g |
Langue et grammaire | English |
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