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Three dimensional incompressible second grade fluid flow between two parallel horizontal permeable plates is developed and analyzed theoretically. The flow turns into three dimensional due to the app ... Read More
. In this study, we have analyzed rainfall data from 2000 to 2014 for Potohar region that is, Chakwal, Jhelum and Rawalpindi. Importance of this region cannot be denied as this region is rich in agr ... Read More
New methods are proposed for evaluation of one-dimensional highly oscillatory integrals with and without critical points. These integrals are hard to approximate due to the existence of high oscillat ... Read More
In the present paper, we study the Cubic-B splines to find numerical solution of 6th order nonlinear boundary value problems arising in astrophysics and the narrow convecting layers bounded by stable ... Read More
In this research article, we will find the velocity for time dependent pressure gradient which may increases, decreases or pulsate with respect to time. The MHD flow of a Burgers’ fluid with porous m ... Read More
Analytically, velocity field solutions for the magnetohydrodynamic (MHD) oscillating and rotating flows of Maxwell fluids in a porous plane have been set up with the help of Laplace transform techniq ... Read More
In this analysis motion of an incompressible fractional OldroydB fluid [IFOBF] in an annulus is studied. The movement in fluid is created by the motion of the both cylinders. At (t = 0+), the inner c ... Read More
In this paper, we determine the extremal graphs with respect to the F-index among the classes of connected prism like graphs. ... Read More
This research paper is intended at analyzing the interpolation of LIBOR (London Inter Bank Offer Rate) Model PDE (Partial Differential Equation) in one and two dimensions using Radial Basis Function ... Read More
Given positive integers N and n, we define the Gauss factorial Nn! as the product of all positive integers from 1 to N and coprime to n. In this expository paper we begin with the classical theorem ... Read More
This paper has developed a Modified Bracketing Method for solving nonlinear problems. The Modified Bracketing Method is modification of Bisection Method and Regula-Falsi Method, and it has second ord ... Read More
. A Graph G = (V (G), E(G)) is the set of points called vertices or(nodes) and the lines connecting these points are called edges. The number of vertices in a graph is called its order and the number ... Read More
This research has been made to apply Marichev-Saigo-Maeda differential operators on generalized incomplete hypergeometric functions pγq[z] and pΓq[z]. Marichev-Saigo-Maeda fractional operators invol ... Read More
The concept of left (resp. right) unar groupoid is extended to introduce left (resp. right) unar LA-semigroup as new subclasses of LA-semigroup. These subclasses are enumerated up to order 6 and som ... Read More
This manuscript focuses on new image segmentation model for noisy and intensity inhomogeneity images on the basis of natural logarithmic increasing density function. Local image information is necess ... Read More
In this paper, we develop a new method for multiple attribute group decision making for triangular cubic numbers, which is the extension of cubic numbers. In this paper, we define triangular power ag ... Read More
The aim of this paper is to determine the monogenity of the family of cyclic sextic composite fields K · k over the field Q of rational numbers, where K is a cyclic cubic field of prime conductor p ... Read More
A multigrid solver for the generalized Stokes equations with coarsening by a factor of three is presented. Finite difference approximations are used on staggered grids and a distributive Gauss-Seidel ... Read More
Direct and skew sum operations are invaluable techniques for linking permutations while retaining their original structure in the resulting concatenation. In this work we apply the direct and skew su ... Read More
The generalized symbols for family of b-ary (b ≥ 2), univariate stationary and non-stationary subdivision schemes have been presented. These symbols are based on Lane-Riesenfeld algorithm. In binary ... Read More
In current paper, new Hermite-Hadamard and Fejer type in- ´ equalities are proved by using the ²-convexity and (σ, ²)-convexity of differentiable functions and a positive function symmetric with resp ... Read More
In this manuscript, we have established two new integral identities connected with the left hand side of Hermite-Hadamard (H-H) inequality. By using these identities, we have obtained some new bounds ... Read More
Pythagorean fuzzy number is a new tool for uncertainty and vagueness. It is a generalization of fuzzy numbers and intuitionistic fuzzy numbers. The paper deals with interval-valued Pythagorean trape ... Read More
Some novel concepts including fuzzy parameterized fuzzy soft neighborhood germ, fpfs-S-neighborhood, fpfs-Lindelof property and ¨ fpfsΩ accumulation point of fpfs-compact spaces are demonstrated with ... Read More
The focus of our this article is to familiarize a new concept of operators including, interval-valued Pythagorean fuzzy hybrid weighted averaging (IVPFHWA) aggregation operator, interval-valued Pyth ... Read More
In this article, the mathematical analysis for an electrically conducting flow of generalized fractional Burgers’ fluid with permeable oscillating plate is investigated. The integral transformation ... Read More
Fuzzy numbers play an important role in fuzzy mathematics analogous to the role played by the ordinary numbers in crisp mathematics. A fuzzy number is a special form of a fuzzy set on the set of rea ... Read More
In our study we have developed a new mathematical model in the form of system of ordinary differential equations governing the interactions among the cellular populations NK cells, CD8+T cells, tumor ... Read More
This paper focuses on the analytical and numerical solutions of dynamic models for dengue fever. The considered model consists of a system of coupled non-linear differential equations. Homotopy Pertu ... Read More
We aim to introduce a new subfamily of Janowski spiral-like functions of complex order, based on Srivastava-Owa fractional calculus operator. For functions in this new subfamily, we establish a nece ... Read More
In this article the rotational flow of some fractional Maxwell fluid is studied. An infinite straight circular cylinder is filled with the fluid and its motion is generated by a time dependent torsi ... Read More
. In this article, we have estimated the scale parameter of exponential distribution with a prior information. A shrinkage estimator is derived for parameter of exponential distribution contaminated ... Read More
The goal of this study is to extend the applicability of a homotopy method for locating an approximate zero using Newton’s method. The improvements are obtained using more precise Lipschitz-type fun ... Read More
In this paper the approximate solution of coupled burgers equations is obtained by asymptotic MOHAM. The obtained results are compared through tables and graphs. The convergence and residual is plotte ... Read More
In this research article, we introduce certain notions of interval-valued neutrosophic graph structures. We elaborate the concepts of interval-valued neutrosophic graph structures with examples. Mo ... Read More
For product manufacturing, control charts are important tools. Different types of control charts are used to monitor different measures of product characteristics. Among the numerous charts, the pop ... Read More
Adequate electric power generation depends on many factors which include: investment cost, fuel cost, maintenance cost, operation cost, number and capacity of generators. And because of the increasi ... Read More
In this paper, we first prove cyclicity of bounded diagonal matrix on Hp (β) and we provide some conditions for a weighted mean matrix operator to have eigenvectors. Then we study boundedness of matr ... Read More
In the current work, the Molodtsov’s idea of soft sets [14] is applied on the theory of BCK-modules [1]. The aim here, is to introduce the notion of soft BCK-modules and discuss its basic properties ... Read More
. In this paper, we modify Cronin’s model by defining the toxins generated by the organ mass compartment as the sum of the toxins used up by the extracellular compartment and the muscles mass adipose ... Read More
In this article, we introduce the concept of (∈, ∈ ∨q δ k )-fuzzy (generalized) bi-ideal, (∈, ∈ ∨q δ k )-fuzzy (1, 2)-ideal, (∈, ∈ ∨q δ k )-fuzzy quasi-ideal in semigroups. We show that eac ... Read More
The motivation behind this artifact is to inspect the strategy to various multiple attribute group decision making with triangular cubic fuzzy numbers, part of operational laws of triangular cubic f ... Read More
In this paper we give some geometric constructions of variations of Newton’s method, based on ideas of Schroder, for the case ¨ that roots are multiple. A straight line and a polynomial are used to ... Read More
By using an identity involving a twice differentiable mapping and mathematical analysis techniques, some new estimates are presented for the error bounds of 1 k2−k1 R k2 k1 f (s) ds − ... Read More