Fixed point
Approximate fixed point of Reich operator
... Fixed point theory has been an important tool for solving various problems in nonlinear functional analysis and as well as useful for proving the existence theo- rems for nonlinear differential and integral ...
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Coincidence and common fixed point of F-contractions via $CLR_{ST}$ property
... The concept of F-contraction for a single valued map on a complete metric space was introduced by Wardowski [17] as a generalization of the famous type of map called Banach Contraction. Recently several authors have ...
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On topological groups with an approximate fixed point property
... the fixed point property might still have the approximate fixed point ...approximate fixed point property is the following open ...
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FIXED POINT THEOREM IN FUZZY METRIC SPACE FOR SEMI-COMPATIBLE MAPPINGS
... In this paper, the concept of semi-compatibility and weak compatibility in Fuzzy metric space has been applied to prove a common fixed point theorem. We improve the result of Kumar and Pant [14] by dropping ...
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Fixed Point Design and Implementation of an OFDM Transmitter for ETSI Satellite Digital Radio on FPGA Platform
... a fixed point design of an OFDM system is described using Xilinx System Generator tool for DSP design and implementation details on the Virtex-4 SX35 Xilinx ...
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Common Fixed Point Iterations of a Finite Family of Quasi-nonexpansive Maps
... Abstract—It is proved that Kuhfittig iteration pro- cess converges to a common fixed point of a finite family of quasi-nonexpansive maps on a Banach space. This result is extended to the random case. Our ...
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VLSI Implementation of Fixed-Point Lattice Wave Digital Filters for Increased Sampling Rate
... Abstract. Low complexity and high speed are the key requirements of the digital filters. These filters can be re- alized using allpass filters. In this paper, design and mini- mum multiplier implementation of a ...
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Strong convergence with a modified iterative projection method for hierarchical fixed point problems and variational inequalities
... Abstract: Let C be a nonempty closed convex subset of a real Hilbert space H. Let {T n } : C → H be a sequence of nearly nonexpansive mappings such that F := T ∞ i=1 F ¡ T i ¢ 6= ;. Let V : C → H be a γ-Lipschitzian ...
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Fixed Point Theorems for Weak K-Quasi Contractions on a Generalized Metric Space with Partial Order
... then fixed point results in b-metric spaces were obtained by several ...a point may be non-zero and this concept has played a very important role in topology and logical progra ...studied ...
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Common Fixed Point Theorems for Hybrid Pairs of Occasionally Weakly Compatible Mappings in b-Metric Space.
... The study of fixed point theorems, involving four single-valued maps, began with the assumption that all of the maps are commuted. Sessa [8] weakened the condition of commutativity to that of pairwise ...
5
Probabilistic G-Metric space and some fixed point results
... In this section, first we introduce the concept of G-contractive mapping in Menger probabilistic G-metric space and then its relation with G-contractive map in its dependent G-metric space is studied. This result shows ...
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Design and Implementation of Fixed Point Arithmetic Unit
... speed. Fixed Point arithmetic finds application that requires higher performance with lesser ...to Fixed Point Arithmetic, Section III describes Architecture of Fixed Point ...
3
Algorithm for Inputting Fixed Point Numbers in E-notation
... Abstract-The purpose of this paper is to forward an algorithm that is useful to the assembly language programmer to enable him/her input numbers that are in fixed point or e-notation form. This algorithm ...
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Unique Fixed Point Theorems In Metric Space
... Fixed point theory plays a basic role in applications of many branches of mathematics and other many ...finding fixed point has been studied in several ...metric fixed point ...
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Existence and uniqueness of a fixed-point for local contractions
... a fixed-point result using direct arguments that do not require the application of the Banach Contraction Theorem for a specific ...proposed fixed-point result generalizes the ...
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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 structure for studies in theoretical computer ...to ...
7
Fixed Point of Generalized Eventual Cyclic Gross in Fuzzy Norm Spaces for Contractive Mappings
... In this paper, starting from the article of Jin Liang and Sheng-Hua Yan [4], we study generalized eventual cyclic gross contractive mapping on fuzzy norm spaces, and we give some fuzzy f[r] ...
7
Distinct timing mechanisms produce discrete and continuous movements.
... as fixed points, limit cycles, and separatrices. A fixed point of the system identifies a rest state ...a fixed point can only depart from it in the presence of an external ...unstable ...
8
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 ...many fixed ...
6
Lat. Am. j. solids struct. vol.11 número13
... the fixed points with changing applied voltage meet together at a saddle-node bifurcation ...singular point (SP) at z=1 ...stable fixed point is not displaced in not displaced position ...
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