A5050544831- Fixed Point Theorems Analysis
- Fuzzy and Soft Set Theory
- VLSI and Analog Circuit Testing
- VLSI and FPGA Design Techniques
- Optimization and Variational Analysis
- Vehicle License Plate Recognition
- Advanced Differential Geometry Research
- Embedded Systems Design Techniques
- Global Maternal and Child Health
- Organ Donation and Transplantation
- Digital Transformation in Industry
- Physical Unclonable Functions (PUFs) and Hardware Security
- Advanced Neural Network Applications
- Trypanosoma species research and implications
- Handwritten Text Recognition Techniques
- Grief, Bereavement, and Mental Health
- Video Surveillance and Tracking Methods
- Integrated Circuits and Semiconductor Failure Analysis
- Coccidia and coccidiosis research
- Multi-Criteria Decision Making
- Education and Technology Integration
- IoT and Edge/Fog Computing
- Black Holes and Theoretical Physics
- Advanced Algebra and Logic
- Geometric Analysis and Curvature Flows
Gomal University
2019-2024
University of Faisalabad
2024
University of Engineering and Technology Lahore
2024
TU Dresden
2021
Sichuan University
2017-2019
Punjab Medical College
2019
Université Grenoble Alpes
2014
Techniques of Informatics and Microelectronics for Integrated Systems Architecture
2013
In this paper, we introduced the new concept of a graphical presentation approach in C ∗ ‐algebra‐valued b ‐metric space ( AVbM‐space). We studied some modified contraction conditions for single‐valued mappings AVbM‐spaces and proved uniqueness fixed point (FP) results said with nontrivial illustrative examples. Moreover, constructed tables graphs support our theoretical AVbM‐spaces. addition, established an application to operator fuzzy differential equations existence unique solution...
This paper is aimed at proving some common fixed point theorems for mappings involving generalized rational-type fuzzy cone-contraction conditions in cone metric spaces. Some illustrative examples are presented to support our work. Moreover, as an application, we ensure the existence of a solution Fredholm integral equations: <math xmlns="http://www.w3.org/1998/Math/MathML" id="M1"> <mi>μ</mi> <mfenced open="(" close=")"> <mrow> <mi>τ</mi> </mrow> </mfenced> <mo>=</mo> <msubsup> <mo>∫</mo>...
Abstract In this paper, we present some weakly compatible and quasi-contraction results for self-mappings in fuzzy cone metric spaces prove coincidence point common fixed theorems the said space. Moreover, use two Urysohn type integral equations to get existence theorem solution support our results. The are as follows: $$\begin{aligned} &x(l)= \int _{0}^{1}K_{1}\bigl(l,v,x(v) \bigr)\,dv+g(l), \\ &y(l)= _{0}^{1}K_{2}\bigl(l,v,y(v) \end{aligned}$$ <mml:math...
In this paper we prove some fixed point theorems in fuzzy cone metric spaces under contractive type conditions.Our results generalize the "fuzzy Banach contraction theorem" given by [T.
This paper aims to introduce the new concept of rational type fuzzy-contraction mappings in fuzzy metric spaces. We prove some fixed point results under conditions spaces with illustrative examples support our results. will play a very important role theory and can be generalized for different contractive context Moreover, we present an application nonlinear integral equation get existing result unique solution work.
This paper aims at proving some unique fixed-point results for different contractive-type self-mappings in fuzzy metric spaces by using the “triangular property of metric”. Some illustrative examples are presented to support our results. Moreover, we present an application resolving a particular case Fredholm integral equation second kind.
Industrial plants suffer from a high degree of complexity and incompatibility in their communication infrastructure, caused by wild mix proprietary technologies. This prevents transformation towards Industry 4.0 the Internet Things. Open Platform Communications Unified Architecture (OPC UA) is standardized protocol that addresses these problems with uniform semantic across all levels hierarchy. However, its adoption embedded field devices, such as sensors actors, still lacking due to...
Fuzzy set theory and fuzzy logics are the powerful mathematical tools to model imprecision vagueness. In this research, novel concept of complex Pythagorean relation (CPFR) is introduced. Furthermore, types CPFRs explained with appropriate examples such as CPF composite relation, equivalence order classes. Moreover, numerous results interesting properties discussed in detail. impacts economic parameters over each other studied through proposed concepts CPFRs. addition, application also...
Abstract In this paper, we introduce the concept of coupled type and cyclic fuzzy cone contraction mappings in metric spaces. We establish some fixed point results without mixed monotone property, also present using partial order said space. strong theorems Moreover, an application nonlinear integral equations for existence a unique solution to support our work.
In this paper, we study some generalized contraction conditions for three self-mappings on b-metric spaces to prove the existence of unique common fixed-point results. To unify our results, establish a supportive example show uniqueness fixed point in said space. addition, present application nonlinear integral equations validation work. The concept presented paper will play an important role theory points context metric with applications.
Introduction: Recognition of Vehicle License Number Plates (VLNP) is an important task. It valuable in numerous applications, such as entrance admission, security, parking control, road traffic and speed control. An ANPR (Automatic Plate Recognition) a system which the image vehicle captured through high definition cameras. The then used to detect vehicles any type (car, van, bus, truck, bike, etc .), its’ color (white, black, blue, model (Toyota Corolla, Honda Civic .). Furthermore, this...
<abstract><p>Fixed point theory is one of the most interesting areas research in mathematics. In this direction, we study some unique common fixed results for a pair self-mappings without continuity on fuzzy metric spaces under generalized contraction conditions by using "the triangular property metric". Moreover, present weak-contraction and Ćirić-contraction theorems. The are supported suitable examples. Further, establish supportable application differential equations to...
In this paper, we present some common fixed point theorems for a pair of self-mappings in fuzzy cone metric spaces under the generalized contraction conditions. We extend and improve recent results given literature.
In this paper we define some new type of multi-valued contraction maps on \(\mathcal{H}\)-cone metric and proved fixed point common theorems in the setting cone spaces.
In this paper, we introduce the new concept of coupled fixed-point (FP) results depending on another function in fuzzy cone metric spaces (FCM-spaces) and prove some unique FP theorems under modified contractive type conditions by using “the triangular property metric.” Another is self-mapping continuous, one-one, subsequently convergent FCM-spaces. support our results, present illustrative examples. Moreover, as an application, ensure existence a common solution two Volterra integral...
The key objective of this research article includes the study some rational type coincidence point and deriving common fixed (CFP) results for weakly-compatible three self-mappings in fuzzy metric (FM) space. “triangular property FM” is used as a fundamental tool. Moreover, unique points CFP theorems were presented an FM space under conditions fuzzy-contraction. In addition, suitable examples are also given. Furthermore, application differential equations provided aid proposed work. Hence,...
FPGA undergoes a large number of test configurations for faults detection and diagnosis which requires significant amount time off-chip memory to store configuration bits. Some FPGAs support partial reconfiguration in portion can be reconfigured without reconfiguring the remaining portions. This approach utilized testing, reduce bit storage. In this paper, we propose Built-In Self-test (BIST) scheme utilizing reconfigurability mesh FPGA. To implement BIST scheme, automated tools are...
In this paper, we study a rational type common fixed‐point theorem (CFP theorem) in complex‐valued generalized b ‐metric spaces ( G spaces) by using three self‐mappings under the contraction conditions. We find CFP and prove its uniqueness. To justify our result, provide an illustrative example. Furthermore, present supportive application of Urysohn integral equations (UTIEs) for validity result. The UTIEs are
<abstract><p>This article aims to prove some coupled fixed point (FP) theorems for nonlinear contractive type mapping in multiplicative metric space (MM-space). Our presented work consists of the maximum and other expressions framework MM-space. We also provide illustrative examples an application support our generalized results. offered results expand develop a variety latest outcomes existing literature. Moreover, we present two Urysohn integral equations...
Abstract This paper aims to present the concept of multi-valued mappings in fuzzy cone metric spaces and prove some basic lemmas, a Hausdorff metric, fixed point results for set-valued cone-contraction mappings. We theorem rational type cone-contractions spaces. Our extend improve given literature.
In this paper, we define some new product types of rational contractions for single‐valued mappings in generalized metric spaces. We prove the uniqueness fixed point (FP) and common (CFP) theorems under spaces with application boundary value problem. support our results, present nontrivial illustrative examples FP CFP Furthermore, an first‐order periodic problem existence unique solutions to unify work. Using approach, one can more attractive results different modified integral equations problems.
This paper aims to establish some basic properties and generalized unique fixed point (FP) theorems on fuzzy metric spaces (GFM-spaces) by using the rectangular property of without continuity self-mappings. In support our results, we present nontrivial illustrative FP examples for single-valued contractive type mappings complete GFM-spaces. work can be further improved extend different types GFM-spaces with supportive trivial examples.