[PDF] Top 20 A Theorem of Rolewicz's Type in Solid Function Spaces
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A Theorem of Rolewicz's Type in Solid Function Spaces
... (1) is essential in the proof of Theorem 2.1, see [5, Example 3.2], but it may be except in the autonomous case [14, Theorem 3.1.5] and it may also be except in the periodic case [4, Theorem 4.5]. In ... See full document
10
A Theorem of Rolewicz's Type for Measurable Evolution Families in Banach Spaces
... Neerven [9, Theorem 3.2.2.]. The Datko-Pazy Theorem follows from this by taking ϕ(t) = t p (t ≥ 0). Moreover, it is easily to see that the above Neerven’s result remain true if we replace the strongly ... See full document
6
A commutator theorem for fractional integrals in spaces of homogeneous type
... of singular integrals in Euclidean spaces. In [2] Bramanti investigated the boundedness of the commutator of certain integral operators having positive kernels. A fractional integral appears as a particular case. ... See full document
16
Best proximity results for cyclic α-implicit contractions in quasi-metric spaces and its consequences
... point theorem for such type of mappings in the said ...a type of integral ...the function d defined by them while providing an application [3, ...p.54, Theorem 8] is not a quasi-metric ... See full document
17
Common best proximity points theorem for four mappings in metric-type spaces
... This study focuses upon resolving a more general problem as regards the existence of common best proximity points for pairs of non-self-mappings in metric-type space. As a result, the finding of this study verifies ... See full document
7
A Pata-type fixed point theorem in modular spaces with application
... modular spaces in connection with the the- ory of ordered ...classical function spaces L p ...modular spaces (see, for instance, [–]) and the papers referenced ... See full document
10
Fixed point theorems for contractive and expansive mappings of Geraghty type on 2-metric spaces
... Abstract. In this paper, we discuss the unique existence of fixed points for mappings with contractive functions or expansive functions on 2-metric spaces, and give some new versions of the fixed point theorems on ... See full document
13
Suzuki-type fixed point theorem for fuzzy mappings in ordered metric spaces
... Let X be a space of points with generic elements of X denoted by x and I = [, ]. A fuzzy subset of X is characterized by a membership function such that each element in X is associated with a real number in the ... See full document
13
Compactness in Wiener amalgams on locally compact groups
... are solid Banach function (BF) spaces on a locally compact ...main theorem provides a generalization of the corresponding results of ... See full document
15
Functional type Caristi-Kirk theorem on two metric spaces and applications
... In this paper, we give some generalizations of the functional type Caristi-Kirk theorem (see Functional Type Caristi-Kirk Theorems, 2005) for two mappings on metric spaces. We investigate the ... See full document
18
Common priors for generalized type spaces
... In general it can happen that at a state of the world the players’ beliefs are inconsistent, that is, the players’ beliefs are very different. This can happen basically because of two things. First, when the players have ... See full document
15
Common priors for generalized type spaces
... generalized type space, then there is no substantial differences in the players’ beliefs, that is, those are ...generalized type spaces too. Formally, for any gen- eralized type space having ... See full document
18
An extension of a theorem of Sahab, Khan, and Sessa
... Remarks 2.5 . (i) In the light of Example 2.4, the classes of weakly commuting and compatible maps are different and so the statement “weakly commuting maps are compatible” on page 977 in [6] is not valid. Hence ... See full document
6
Uniform limit power type function spaces
... [8] H. Bohr, Zur theorie der fastperiolischen funktionen, Acta Mathematica 45 (1925), no. 1, 19–127. [9] , Zur theorie der fastperiolischen funktionen. II, Acta Mathematica 46 (1926), 101–214. [10] , Zur theorie der ... See full document
14
A new generalization of the Banach contraction principle
... 20. Sarama, IR, Rao, JM, Rao, SS: Contractions over generalized metric spaces. J. Nonlinear Sci. Appl. 2(3), 180-182 (2009) 21. Tarafdar, E: An approach to fixed point theorems on uniform spaces. Trans. Am. ... See full document
8
An Ascoli theorem for sequential spaces
... and x ∈ X, ξ (X, ᏸ → ) x (or ξ → X x, ξ ᏸ → x or simply ξ → x) means (ξ,x) ∈ ᏸ ; we say that ξ ᏸ -converges to x (or simply X-converges to x or converges to x) and that x is an ᏸ -limit point of ξ. If X and Y are ... See full document
13
A Korovkin theorem for AL spaces
... Probably the most interesting aspect of this result is that the usual positivity assumption of the operators T Meir [2] obtained a similar result where T.. is now assumed.[r] ... See full document
9
About interpolation of subspaces of rearrangement invariant spaces generated by Rademacher system
... Banach Spaces. II. Function spaces, Ergebnisse der Mathematik und ihrer Grenzgebiete [Results in Mathematics and Related Ar- eas], ...between function spaces, ... See full document
15
A Meir-Keeler common type fixed point theorem on partial metric spaces
... By Lemma 3.1 of Jachymski [31], (20) implies (as in metric cases) that the conditions (C2) and (C3) are satisfied, but nothing on the condition (C4). Conversely, in Theorem 2.3 we have assumed that (C2) and (C3) ... See full document
10
Cauchy–Bunyakovsky–Schwarz type inequalities related to Möbius operations
... The author had given a proof of Theorem 2.2 in the original manuscript, whose method was quite similar to that in [9]. One of the referees pointed out that Theorem 2.2 can be easily deduced from Lemma 2.1 ... See full document
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