
1


100%


Demonstratio Mathematica


EN 
In this paper, we obtain some results on invariant approximations in strongly Mstarshaped metric spaces, which extend some known results.



2


100%


Demonstratio Mathematica


EN 
The purpose of this paper is to present some fixed point results for generalized singlevalued and multivalued contractions on a set endowed with one or two vectorvalued bmetrics.



3


100%


Demonstratio Mathematica


EN 
In this paper, a common fixed point theorem for two pairs of weakly compatible mappings satisfying Altman integral type contraction in a metric space is proved. Our result extends and improves several known results.



4


100%


Demonstratio Mathematica


EN 
The aim of this note is to prove some common fixed point theorems in bounded complete metric spaces for selfmaps verifying generalized contractive conditions obtained by altering the distances between the points.



5


100%


Demonstratio Mathematica


EN 
In this paper the sets of the classes Mpkn the Darboux property in a metric spaces (E, g) and in a generalized metric spaces (E,l) are considered. Some necessary and sufficient conditions having fundamental meaning for the tangency of these sets in generalized metric spaces will be given here.



6


88%


Fasciculi Mathematici


EN 
The existence of coincidence points and common fixed points for six mappings satisfying certain contractive conditions without exploiting the notion of continuity in cone metric spaces is established. Our results generalize, improve and extend several well known comparable results in the literature.



7


88%


Zeszyty Naukowe Politechniki Rzeszowskiej. Matematyka


EN 
Let X, X1, X2,... be random elements. It is known, that if the sequence {Xn, n > 1} converges vaguely in probability to the random element X, then this sequence converges also vaguely to X, but not converse. In this paper it is proved, that if the limit random element X is constant, then the convers[...]



8


88%


Demonstratio Mathematica


EN 
In this paper, we introduce semislant submersions from almost product Riemannian manifolds onto Riemannian manifolds. We give some examples, investigate the geometry of foliations which are arisen from the definition of a Riemannian submersion. We also find necessary and sufficient conditions for a[...]



9


88%


Demonstratio Mathematica


10


88%


Demonstratio Mathematica


EN 
We consider different definitions of expectation of random elements taking values in metric spaces. All such definitions are valid also in Banach spaces and in this case the results coincide with the Bochner integral. There may exist an isometry between considered metric space and some Banach space [...]



11


75%


Fasciculi Mathematici


EN 
Starting from a result in [V. Berinde,Generalized contractions in quasimetric spaces, Seminar on Fixed Point Theory (Preprint), "BabeşBolyai" University of ClujNapoca, 3 (1993), 39 ], we prove the existence and uniqueness of the fixed points for φcontractions on bmetric spaces. We also buil[...]



12


75%


Journal of Applied Analysis


EN 
In this paper, the concept of metrically weakly inward setvalued mappings is introduced. The relationship between the metrically weakly inward mappings and other inward type mappings is considered in normed spaces. A positive answer of the Caristi's open problem is given. These results generalize t[...]



13


75%


Fasciculi Mathematici


EN 
In this paper we investigate the existence and uniqueness for fractional and nonfractional dierential equations in cone metric spaces. The result is obtained by using the some extensions of Banach's contraction principle in complete cone metric space, fractional calculus and the theory of strongly [...]



14


75%


Fasciculi Mathematici


15


75%


Scientific Issues of Jan Długosz University in Częstochowa. Mathematics


EN 
A topological space is called connected if it is not the union of two disjoint, nonempty and open sets in this space. The standard exercises show that here the concept of open sets can be replaced by closed sets or separated sets. In this context we will discuss the definition of connected sets in t[...]



16


75%


Demonstratio Mathematica


EN 
Using the concept of wdistance, we prove fixed point theorems for multivalued contractive maps. Consequently, we improve and extend the corresponding fixed point results due to Feng and Liu, Nadler and many of others.



17


75%


Demonstratio Mathematica


EN 
A fixed point theorem for three mappings on a metric space into itself is proved. This result extends the results obtained in [1] from two mappings to three map pings, and after that, a generalization for an arbitrary number of mappings is obtained. As corollaries of these results we obtain the exte[...]



18


75%


Demonstratio Mathematica


EN 
Some common fixed point theorems for a pair of multivalued nonself mappings in complete convex metric spaces are obtained. Our results generalize some of the known results. In particular, a theorem by Rhoades [15] is generalized and improved.



19


75%


Demonstratio Mathematica


EN 
In this paper, we establish a fixed point theorem for multivalued operators in a complete bmetric space using the concept of Berinde and Berinde [9] on multivalued weak contractions for the Picard iteration in a metric space. Our main result generalizes, extends and improves some of the recent re[...]



20


75%


Demonstratio Mathematica


EN 
The concept of Rweakly commutativity of type A for singlevalued mapping is extended to multivalued mappings. The structure of common fixed points and coincidence points of a pair of Rweakly commuting multivalued mappings of type A is also discussed.


