[PDF] Top 20 A Fixed Point Theorem for Multifunctions in Partial Metric spaces
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A Fixed Point Theorem for Multifunctions in Partial Metric spaces
... Fixed Point theorems on partial metric spaces have been the subject of recent work, with the interest generated in partial metric spaces (as a suitable ... See full document
7
A new approach for the sequence spaces of fuzzy level sets with the partial metric
... Introduced in 1992, a partial metric space is a generalization of the notion of metric space defined in 1906 by Maurice Frechet such that the distance of a point from itself is ... See full document
13
Weakly Compatible Mappings along with $CLR_{S}$ property in Fuzzy Metric Spaces
... common fixed point theorem for generalized contractive mappings in fuzzy metric spaces by using this new prop- erty and give some examples to support our ... See full document
12
Common fixed points for generalized contractive mappings in cone metric spaces
... Fixed point theory has fascinated hundreds of researchers since 1922 with the celebrated Banach’s fixed point ...This theorem provides a technique for solving a variety of applied ... See full document
12
A new type of contraction in a complete $G$-metric space
... Banach fixed point theorem for contraction mappings has been generalized and extended in many directions (see [1], [2], [3], [4], [7], [9], [10], [11] and [12]) and the reference ...therein. ... See full document
6
Probabilistic G-Metric space and some fixed point results
... hand, in 1942, Menger [13] introduced the notion of probabilistic metric space (briefly PM-space) as a generalization of metric ...of metric spaces appears to be well adapted for the ... See full document
10
FIXED POINT THEOREM IN FUZZY METRIC SPACE FOR SEMI-COMPATIBLE MAPPINGS
... [20] in 1965. Since then, to use this concept in topology and analysis, many authors have extensively developed the theory of fuzzy sets and its ...fuzzy metric space in different ways. ... See full document
4
Fixed Point Theorems for Weak K-Quasi Contractions on a Generalized Metric Space with Partial Order
... generalized metric space, obtain certain properties of generalized met ric which we use in the later ...generalized metric spaces see Sastry et ...of metric spaces which are ... See full document
8
Convexity in semi-metric spaces, decision theory and consumer theory
... for metric spaces we can prove for K-sms a Banach fixed point theorem relative to mappings that are ...a metric space we obtain the original condition of the Banach fixed ... See full document
36
Recolha e Análise de Bio-Sinais em Ambientes Abertos
... When the distance between the fixed point and the last point is more than 18 meters we calculated a new point with average latitude and longitude of all of the points between fixed point[r] ... See full document
146
Data collection about failures in fixed partial dentures: 1-year monitoring
... found in a retrospective study, with 59% of gingival recession ...symptoms in the early stages, and as most of the teeth were treated endodontically, they presented no sensitivity to ... See full document
7
Almost Periodic Solution for a Lotka-Volterra Recurrent Neural Networks with Harvesting Terms on Time Scales
... By using the theory of exponential dichotomy and contrac- tion mapping principle, many scholars increasingly have their eye on the existence and uniqueness of almost periodic solu- tions of all kinds of neural networks ... See full document
6
Fuzzy stability of the monomial functional equation
... The first stability problem was raised by S. M. Ulam [22],[23] during his talk at the University of Wisconsin in 1940. For very general functional equations, the concept of stability for functional equations ... See full document
13
POSITIVE SOLUTIONS OF A NONLINEAR THREE-POINT EIGENVALUE PROBLEM WITH INTEGRAL BOUNDARY CONDITIONS
... Krasnoselskii’s fixed point theorem, we derive an interval of λ on which there exists a positive solution for the three-point integral boundary value problem ...tool in our approach is ... See full document
12
The minimax theorem as Hahn-Banach theorem consequence
... sets in H. One of the players chooses strategies (points) in A in order to maximize Φ( , ) (or minimize −Φ( , )): it is the maximizing ...(points) in B in order to minimize Φ( , ) (or ... See full document
8
Approximate fixed point of Reich operator
... S.K., Fixed point theorems, ...J., Fixed Point Theory, Springer-Verlag, New York, ...on fixed points, ...Kannans fixed point theorem, ... See full document
5
Design and Implementation of Fixed Point Arithmetic Unit
... of Fixed Point Arithmetic ...binary point and m is the number of bits to the right of the binary ...The Fixed Point Arithmetic Unit was designed using Verilog ...The Fixed ... See full document
3
Existence and uniqueness of a fixed-point for local contractions
... contraction in a specific subspace. The construction of an appropriate metric is achieved at the cost of restricting the family of contraction coefficients to be uniformly bounded away from ...a ... See full document
30
Test Structure for L1 Cache in Tiled CMPs
... A tiled CMP architecture consists of a number of repli- cated tiles connected over a switched direct network (Figure 4). Each tile contains a processing core with primary caches (both I- and D-caches), a slice of the L2 ... See full document
10
Parameter depending almost monotonic functions and their applications to dimensions in metric measure spaces
... of metric measure spaces, based the technique of the lower and upper indices adjusted for nonnegative monotonic (or almost monotonic) functions and presented in Section ...a point x may be ... See full document
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