Browsing by Author "Alsinai, Ammar"

Now showing 1 - 6 of 6

Analysis of Fractional Stochastic Evolution Equations by Using Hilfer Derivative of Finite Approximate Controllability
(Amer inst Mathematical Sciences-aims, 2023) Moumen, Abdelkader; Shafqat, Ramsha; Alsinai, Ammar; Boulares, Hamid; Cancan, Murat; Jeelani, Mdi Begum
The approximate controllability of a class of fractional stochastic evolution equations (FSEEs) are discussed in this study utilizes the Hilbert space by using Hilfer derivative. For different approaches, we remove the Lipschitz or compactness conditions and merely have to assume a weak growth requirement. The fixed point theorem, the diagonal argument, and approximation methods serve as the foundation for the study. The abstract theory is demonstratedusing an example.
Closed Formulas of Topological Properties for Remdesivir (C27h35n6o8p)
(Sami Publishing Co-spc, 2021) Hussain, Sabir; Alsinai, Ammar; Afzal, Deeba; Maqbool, Ayesha; Afzal, Farkhanda; Cancan, Murat
Coronavirus is able to cause illnesses ranging from the common flu to severe respiratory disease. Today there is great competition among researchers and physcisians to cure COVID-19. Remdesivir is being studied for the COVID-19 treatment In this article, we presented the topological analysis of remdesivir with the help of M-polynomial. Proofs of the closed form of some topological indices via M-polynomial are also included in this article. [GRAPHICS] .
An Improved Fast Error Convergence Topology for Pdα-Type Fractional-Order Ilc
(Taylor & Francis Ltd, 2021) Riaz, Saleem; Lin, Hui; Mahsud, Minhas; Afzal, Deeba; Alsinai, Ammar; Cancan, Murat
The monotonic convergence of the PD alpha-type fractional-order iterative learning control algorithm is considered for a class of fractional-order linear systems. First, a theoretical analysis of the monotonic convergence of 1st and 2nd order PD alpha-type control algorithms is carried out in the typical terms of Lebesgue-p (L-p), and the sufficient conditions for their monotonic convergence are comprehended and extended to the case of N-order control algorithms; then the speed of convergence of the two is explained in detail. It is concluded that the conditions for convergence of the control algorithm are determined by the learning gain and the system's properties are together determined. Simulation experiment verifies the accuracy of proposed scheme and the validity of the control algorithm.
On Topological Aspects of Silicate Network Using M-Polynomial
(Taylor & Francis Ltd, 2021) Afzal, Farkhanda; Alsinai, Ammar; Hussain, Sabir; Afzal, Deeba; Chaudhry, Faryal; Cancan, Murat
M-polynomial is introduced as a graph polynomial to re-cover closed formulas of degree based topological indices by using some suitable operators. These topological indices have a predicting ability about the properties of organic molecules. Silicate network (phyllosilicates) belonging to an important group of minerals that includes talc, micas, serpentine, clay, and chlorite minerals. These minerals have much importance in the chemical industry. The aim of this paper is to explore the silicate network through M-polynomial and some degree-based topological indices. Results are also elaborated by plotting with graphs.
Sharp Upper Bounds on Forgotten and Sk Indices of Cactus Graph
(Taru Publications, 2023) Alsinai, Ammar; Rehman, Hafiz Mutee ur; Manzoor, Yasir; Cancan, Murat; Tas, Ziyattin
Sheehalli and Kanabur presented new forms of topological indices known as SK indices which have many applications in chemical graph theory towards QSPR/QSAR. A simple connected graph Gamma is called a cactus graph if and only if any two cycles in the graph have no common edge. In this paper, we will explore and determine the sharp upper bounds of cactus graph using different versions of SK indices. We will also characterize the extremal properties for these indices due to many applications in pharmacology and medicinal chemistry.
Some New Degree Based Topological Indices of H-Naphtalenic Graph Via M-Polynomial Approach
(Sami Publishing Co-spc, 2021) Afzal, Farkhanda; Alsinai, Ammar; Zeeshan, Mohammad; Afzal, Deeba; Chaudhry, Faryal; Cancan, Murat
In this object, we present some new formulas of the reduced reciprocal Randic index, the arithmetic geometric 1 index, the SK, SK1, SK2 indices, first Zagreb index, the general sum-connectivity index, the SCI index and the forgotten index. They were utilized for new degree-based topological indices via M-polynomial. We retrieved these topological indices for H-Naphtalenic nanotubes.