[PDF] Top 20 Planificación y Presupuesto en la función Policial
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Solvability of integrodifferential problems via fixed point theory in b-metric spaces
... Measure theory is a classical topic in mathematical analysis which is usually studied in the setting of real and complex numbers and ...control problems involving integrodifferential inclu- ...the ... See full document
26
A new common fixed point theorem in ordered b-metric-like spaces
... Fixed point theory, which is an important branch modern mathematics, has been extensive- ly studied in different framework of ...that fixed point problems of nonlinear operators, ... See full document
6
Fixed point and coupled fixed point theorems on b metric like spaces
... of metric spaces in the ...partial metric space and proved that the Banach contraction mapping theorem can be generalized to the partial metric context for applications in program ...fixed ... See full document
16
Fixed Point Results of Rational Type Contractions in b-Metric Spaces
... of metric fixed point ...various spaces such as quasi-metric spaces, cone metric spaces, G-metric spaces, partial metric spaces and ... See full document
72
Coincidence point and common fixed point results via scalarization function
... of fixed point theory have executed by several ...a metric space. One such generalization is a b-metric space initiated by Bakhtin[5] and Czerwik ...cone metric ... See full document
60
SOLVABILITY TO COUPLED SYSTEMS OF FUNCTIONAL EQUATIONS VIA FIXED POINT THEORY
... The metric fixed point theory regarded as starting with Banach contraction principle [2] in 1922 is a branch of mathematics, which is widely used not only in various mathematical theories, but ... See full document
11
On the fixed point theory of soft metric spaces
... Definition [] A soft real set denoted by ( f , A), or simply by f , is a mapping f : A → B(R). If f is a single valued mapping on A ⊂ E taking values in R, then the pair ( f , A) or simply f , is called a soft ... See full document
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Existence and uniqueness of the solution for a general system of operator equations in $b-$metric spaces endowed with a graph
... In the study of operator equation systems, a very useful concept is that of coupled fixed point. Introduced by Opoitsev (see [15], [16]), the topic knew a fast expansion starting with the papers of Guo and ... See full document
25
Fixed Point Methods for the Generalized Stability of Functional Equations in a Single Variable
... 20 L. C˘adariu and V. Radu, “On the stability of the Cauchy functional equation: a fixed point approach,” in Iteration Theory (ECIT ’02), J. S. Ramos, D. Gronau, C. Mira, L. Reich, and A. N. ... See full document
72
Property in -Metric Spaces
... D-metric spaces are flawed, and most of the results claimed by Dhage and others are ...generalized metric space structure, which they call G-metric ...G-metric spaces are those ... See full document
270
On best proximity points for multivalued cyclic $F$-contraction mappings
... and B, respectively. Under the assumption of d(A, B) > 0, suppose to the contrary, that is for all a ∈ A, d(a, T a) > d(A, B) and for all b 0 ∈ B, d(Sb 0 , b 0 ) > d(A, ... See full document
7
Fixed Point Theorems in Complete G - Metric Spaces
... Sims,fixed point theorems for contractive mappings in complete G-metric spaces, Fixed Point Theory and Applications, Volume 2009, Article ID 917175. Rhoades, Fixed Point [r] ... See full document
269
Diametrically Contractive Multivalued Mappings
... a metric space (X,d). A fixed point of t is said to be contractive ...this fixed point. A selfmapping t on a metric space (X,d) is said to be asymptotically regular ... See full document
7
Multivalued fixed point theorems in cone b metric spaces
... cone metric space with normal cone as a general- ization of a metric ...cone metric space without normality in ...cone metric spaces with normal ... See full document
6
On the Convergence for an Iterative Method for Quasivariational Inclusions
... We introduce an iterative algorithm for finding a common element of the set of solutions of quasivariational inclusion problems and of the set of fixed points of strict pseudocontractions in the framework ... See full document
22
Some fixed point theorems in b-metric-like spaces
... which means D(Fx, Fy) ≥ KD(Tx, Ty), where K = > s = . Therefore all the required hy- potheses of Corollary . are satisfied, hence F and T have a unique point of coincidence, in fact, is the unique ... See full document
6
7. Order-theoretic common Fixed point results for $F$-contractions
... Definition 1.2. [4] Let (S, T) be a pair of self-mappings on an ordered set (M, ). Then, S is said to be T-increasing if T u T v ⇒ Su Sv for every u, v ∈ M . Definition 1.3. [20]. Let (S, T ) be a pair of self-mappings ... See full document
5
Tripled coincidence point results for generalized contractions in ordered generalized metric spaces
... Corollary 16. Let (X, ≤) be a partially ordered set and (X, G) be a G-metric space such that (X, G) is G-complete. Let F : X 3 ® X and g : X ® X. Assume there exists k Î [0,1) such that for x, y, z, a, b, ... See full document
160
On Multi-Valued Weakly Picard Operators in Hausdorff Metric-Like Spaces
... partial metric spaces was introduced by Matthews [8] in 1994 as a part to study the denotational semantics of dataflow networks which play an important role in constructing models in the theory of ... See full document
9
Remarks on G-metric spaces and fixed point theorems
... fixed point results on G-metric spaces from fixed point results on quasi-metric ...fixed point theorem on quasi-metric ... See full document
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