Free Vibration of Annular Circular Plates Based on Higher‐Order Shear Deformation Theory: A Spline Approximation Technique
S Javed, FHH Al Mukahal - International Journal of Aerospace …, 2021 - Wiley Online Library
This research is based on higher‐order shear deformation theory to analyse the free
vibration of composite annular circular plates using the spline approximation technique …
vibration of composite annular circular plates using the spline approximation technique …
Simulation functions: a survey of recent results
This article surveys many of the recent works regarding simulation functions and Z Z-
contractions that came into existence after the publication of Khojasteh et al.(Filomat 29 (6) …
contractions that came into existence after the publication of Khojasteh et al.(Filomat 29 (6) …
Hybrid Ćirić type graphic Υ, Λ-contraction mappings with applications to electric circuit and fractional differential equations
In this paper, we initiate the notion of Ćirić type rational graphic Υ, Λ-contraction pair
mappings and provide some new related common fixed point results on partial b-metric …
mappings and provide some new related common fixed point results on partial b-metric …
Fixed-point results for Meir–Keeler type contractions in partial metric spaces: A survey
E Karapınar, RP Agarwal, SS Yeşilkaya, C Wang - Mathematics, 2022 - mdpi.com
In this paper, we aim to review Meir–Keeler contraction mappings results on various abstract
spaces, in particular, on partial metric spaces, dislocated (metric-like) spaces, and M-metric …
spaces, in particular, on partial metric spaces, dislocated (metric-like) spaces, and M-metric …
ON H+Type Multivalued Contractions and Applications in Symmetric and Probabilistic Spaces
The main idea in this article is to establish some fixed and common fixed point results for
multivalued H+-type contraction mappings in symmetric spaces. New results are …
multivalued H+-type contraction mappings in symmetric spaces. New results are …
A new extension to the controlled metric type spaces endowed with a graph
In this paper, we initiate a new extension of b-metric spaces, called controlled metric-like
spaces, by changing the condition℘(s, r)= 0⇔ s= r by℘(s, r)= 0⇒ s= r\bigl ℘ (s, r)= 0 ⇔ s …
spaces, by changing the condition℘(s, r)= 0⇔ s= r by℘(s, r)= 0⇒ s= r\bigl ℘ (s, r)= 0 ⇔ s …
Fixed point results via a Hausdorff controlled type metric
In this paper, we establish that every controlled metric space (X, d α) (X,d_α) induces a
Hausdorff controlled metric (H α, CLD (X)) (H_α,CLD(X)) on the class of closed subsets of X …
Hausdorff controlled metric (H α, CLD (X)) (H_α,CLD(X)) on the class of closed subsets of X …
A technique of tripled coincidence points for solving a system of nonlinear integral equations in POCML spaces
This manuscript aims to initiate some recent theoretical consequences related to tripled
coincidence points for non-self mappings via the notion of C-type functions in partially …
coincidence points for non-self mappings via the notion of C-type functions in partially …
Multi-valued graph contraction principle with applications
The aim of this paper is to present a generalization of Nadler's fixed point principle for the
case of multi-valued graph contractions. Also, a strict fixed point theorem is obtained …
case of multi-valued graph contractions. Also, a strict fixed point theorem is obtained …
Fixed‐point theorem for a generalized almost Hardy‐Rogers‐type F contraction on metric‐like spaces
P Saipara, K Khammahawong… - … methods in the applied …, 2019 - Wiley Online Library
In this paper, we introduce some fixed‐point theorems for a generalized almost Hardy‐
Rogers‐type F contraction in a metric‐like space and give an example to illustrate these …
Rogers‐type F contraction in a metric‐like space and give an example to illustrate these …