[PDF] Top 20 The Hahn-Banach theorem for the normed spaces
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The Hahn-Banach theorem for the normed spaces
... It is intended, in this chapter, to present the Hahn-Banach theorem in its version for the normed spaces. This result is particularly important in optimization problems ... See full document
13
On some impulsive fractional differential equations in Banach spaces
... obtain the existence of solutions for impulsive fractional differential equations, some authors use Krasnoselskii’s fixed point theorem or contraction map- ping ...that the conditions for ... See full document
19
Fixed Points of Non-expansive Operators on Weakly Cauchy Normed Spaces
... use theorem (3) below to prove the existence of a come point of descending sequence of bounded closed convex subsets of a weakly Cauchy normed space in which the parallelogram law holds, in ... See full document
4
Research Article Toeplitz Operators on Abstract Hardy Spaces Built upon Banach Function Spaces
... attracted the mathematical com- munity for the many decades since the classical paper by Toeplitz ...[2, Theorem 4] proved that a necessary and sufficient condition that an operator on 𝐻 2 is ... See full document
9
A Fixed Point Theorem for Multifunctions in Partial Metric spaces
... metric spaces as a generalization of metric spaces was introduced in 1994 by Mathews [10], in his treatment of denotational semantics of dataflow ...metric spaces, self-distance need not be ... See full document
7
Fixed Points of Quasi-Contractive Type Operators in Normed Spaces by a Three-step Iteration Process
... convex Banach space. It can be viewed as an extension of the iteration processes given by Noor [8],Glowinski and Le Tallec [4], Xu and Noor [11], Ishikawa [5] and Mann ... See full document
4
Compactness in quasi-Banach function spaces and applications to compact embeddings of Besov-type spaces
... whether the above mentioned criterion charac- terizing precompact subsets in Banach function spaces can be extended to the setting of quasi-Banach function spaces even when ... See full document
24
Generalized quasi-Banach sequence spaces and measures of noncompactness
... interpolated spaces is one of the main issues. Besides the normed case, the research about the behavior of quasi-Banach spaces under interpolation methods begun ... See full document
14
Local subdifferentials and multivariational inequalities in Banach and Frechet spaces
... functional is well defined on X. We remark that ρ(−x) = ρ(x) for x ∈ X. Moreover, ρ is convex positively homogeneous and lower semicontinuous as the supremum of convex positively homogeneous continuous ... See full document
17
Reduced Assumption in the Banach Contraction Principle
... of normed spaces called weakly Cauchy normed spaces not necessarily complete in general and proved the existence of a fixed point of contraction mappings in these spaces, this is ... See full document
3
Well-posedness of minimal time problems with constant dynamics in Banach spaces
... △ Theorem 5.3 gives a sufficient condition for the existence and uniqueness of the minimal time projection in terms of the target set, which is also necessary under the aforementioned ... See full document
26
Continuous selections of solution sets to Volterra integral inclusions in Banach spaces
... (4.24) The theory of [9, p. 323-24], can be adapted to justify the equivalence between ...[1]. The proof then follows that of Theorem 3.3, with the mention that D, V A and Proposition ... See full document
11
The vector space convex parts separation as a consequence of the Hahn-Banach theorem
... The fruitfulness of these results is emphasized in the last sections where it is shown that they permit to obtain very important results in the ...First, the Kuhn- Tucker theorem, ... See full document
10
The minimax theorem as Hahn-Banach theorem consequence
... particular, the convex sets separation. In this work the Hahn-Banach theorem is presented, with great generality, together with an important separation theorem, its ...followed ... See full document
8
THE PARTER–WIENER THEOREM: REFINEMENT AND GENERALIZATION ∗
... given the machinery they ...that the “three branches” cannot generally be improved upon, as there are trees with maximum degree 3 and arbitrarily high possible multiplicities [1], ...in Theorem 14, ... See full document
10
Reinterpreting the mutual fund theorem: the risk portfolio as a tactical overlay
... Fund Theorem is an elegant way of describing how investors with different attitudes towards risk should construct their ...revisits the topic by defining the Risk Portfolio as a self-financed ... See full document
29
Bopp–Podolsky black holes and the no-hair theorem
... space-times. The equations of motion are writ- ten for the case of static spherically symmetric black holes and their exterior solutions are analyzed using Bekenstein’s ...that the solutions split up ... See full document
9
Timefrequency analysis : The bilinear Hilbert transform and the Carleson theorem
... in the Department of Mathematics at UFC began in 2011 when I started my bachelor ...Among the friends I made here I mention Danuso Rocha, Ricardo Freire, Jonathan Porto, Jo˜ao Lu´ıs, Renan Santos, Jos´e ... See full document
113
On the approximation theorem of Wong-Zakai type for the Lasota operator
... Then the operator was examined, for example, by ...[13]. The Lasota operator generalizes the von Foerster operator considered, for example by ...however the von Foerster operator does not ... See full document
16
The implementation of a theorem prover in functional language and the use of the Rasch Model combined with Condorcet-List Theorem
... for the presence of query terms in a text under ...fact. The first one is that Artificial Intelligence is still not a mature ...technology. The second one is that natural language processing algorithms ... See full document
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