Offset curves are one of the crucial curves, but the presence of square root function in the representation is main hindrance towards their applications in CAD/CAM. The presented technique is based ... Read More
In this manuscript, the stability in terms of Bielecki–Ulam– Hyers and stability in terms of Bielecki–Ulam–Hyers–Rassias of non– linear Volterra impulsive integro–delay dynamic systems on time scale ... Read More
If a network modeled by a graph, then there are various graph theoretical parameters used to express the vulnerability of communication networks. One of them is the concept of integrity. In this pap ... Read More
The key purpose of this paper is to investigate the Bohr radius for several subclasses of analytic functions with negative coefficients. Our investigation with the Bohr radius correlates with the cl ... Read More
An unsteady flow and heat transfer problem with viscous dissipation of a third order fluid placed within two long parallel flat porous walls is studied in present work. The governing equations are no ... Read More
Keeping in view the importance of lattice theory, ring theory and soft sets, in this article the notion of lattice ordered double framed soft rings is acquainted and some basic properties of the def ... Read More
. In this paper, the concept of fuzzy bipolar soft set initiated by Naz and Shabir [22] is modified and strengthened. Consequently, the basic operations on fuzzy bipolar soft sets are redefined and t ... Read More
This article aims to present the reverse Minkowski inequality and other related integral inequalities by using the generalized k-fractional Hilfer-Katugampola derivative. We have novelized these ine ... Read More
The purpose of this study is to obtain a characterization of unit speed spacelike curve with constant curvature and torsion in the Minkowski 3-space. According to this purpose, the position vector o ... Read More
Graph labelling or valuation is a function that maps graph elements (vertices or edges) to numbers, usually positive integers [7]. In this work, we analyze the supermagicness of book-snake graphs. At ... Read More
World Health Organization announced Coronavirus as a global epidemic virus, and the search for approximating uncertain concepts and measuring the accuracy of the approximation is an important goal f ... Read More
In this research, a new probability distribution named Transmuted Inverted Kumaraswamy (TIK) distribution based on quadratic rank transmutation map has been proposed. The newly proposed distribution ... Read More
In this paper, we introduce the idea of permuting tri-(α, β)- derivation on ADL’s and proved some results by using this notion. Let h be the trace of permuting tri (α, β)-derivation H on ADL G, if α ... Read More
Among the class of dispersive wave equations the BBM equation (Benjamin-Bona-Mahony) is a notable model for long surface gravity waves inside shallow water with small amplitude propagating unidirecti ... Read More
In this manuscript we examine the concept of left and right self-maps in PU-Algebra and explore some further interesting properties to PU-Algebra.We prove that R 2 x is idempotent, isotonic and e ... Read More
The study concentrated on the fractal dimension of solar activity and climatic parameters. We analyzed comparatively for each parameter numerically. All values are estimated by Box Counting technique ... Read More
The objective of this paper is to consider new generalized systems of nonlinear mixed variational inequalities including 3k-distinct nonlinear relaxed cocoercive operators. We proposed k-steps explici ... Read More
Our aim in this paper is to give the notion of generalized topological groupoid which is a generalization of the topological groupoid by using the notion of generalized topology defined by Csasz ´ ar ... Read More
A magma S that meets the identity, xy·z = zy·x, ∀x, y, z ∈ S is called an AG-groupoid. An AG-groupoid S gratifying the paramedial law: uv · wx = xv · wu, ∀ u, v, w, x ∈ S is called a paramedial AGgr ... Read More
This research contains new integral inequalities of Fejer and ´ Hermite-Hadamard type involving convex and quasi-convex functions. Applications of the newly established results for special means of ... Read More
In this article, using the Riccati-type transformation, we study the oscillatory nature of the solutions of the generalized differential equation and give some criteria of the Kamenev type that gener ... Read More
This paper discusses the impact of mass transfer on the peristaltic flow of a dusty fluid in a curved configuration with elastic properties of the walls. A perturbation solution is being obtained whi ... Read More
Simultaneous impacts of homogeneous and heterogeneous reaction and Joule heating in magnetohydrodynamic (MHD) peristaltic flow of viscous fluid in a symmetric channel are analyzed in this investigati ... Read More
Soft set theory is considered as one of the best effective tool which provides parameterization approach to tackle the inadequacy of fuzzy set. So far, it has been applied to different mathematical ... Read More
The purpose of this work is to propose generalized extensions of morphisms in the geometry of Grassmannian configuration and Goncharov motivic chain complexes. This work has two major divisions: in ... Read More
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