F: Mathematics & Decision

F: Mathematics & Decision (359)

GJSFR: F

This paper proposes and presents a method that would enable the use of dummy variable multiple regression techniques for the analysis of sample data appropriate for analysis with the traditional two factor analysis of variance techniques with one, equal and unequal replications per treatment combination and with interaction. The proposed method, applying the extra sum of squares principl...
Paper Information
Authors Oyeka ICA, Okeh UM
Read Journal Click Here
Read Paper Click Here
Page No. 41 to 55

We propose a method of obtaining the moment of some continuous bi-variate distributions with parameters 1122,,andαβαβin finding the nth moment of the variable ()0,0cdxycd≥≥where X and Y are continuous random variables having the joint pdf, f(x,y).Here we find the so called (,)ngcddefined ()(,),ncdngcdEXYλ=+the nth moment of e...
Paper Information
Authors Oyeka ICA, Okeh UM
Read Journal Click Here
Read Paper Click Here
Page No. 25 to 36

Spreaders and stiflers play a major role in the persistence or disappearance of memes. In this paper we study the impact of stiflers on the dynamics of memes transmission. We introduce and analyze qualitatively a mathematical model considering stiflers effect. Three equilibrium points of the model are examined: meme free equilibrium, meme cessation equilibrium and meme existence equilibr...
Paper Information
Authors Reem Al-Amoudi, Salma Al-Tuwairqi, Sarah Al-Sheikh
Read Journal Click Here
Read Paper Click Here
Page No. 9 to 16

On Certain Bicomplex Duals
Published In: GJSFR Part: F: Mathematics & Decision Volume: 14 Issue: 6
We investigated certain bicomplex duals of the class of bicomplex sequences defined by Srivastava & Srivastava [S2] and of the subclasses defined by Nigam [N1] and Wagh [W2]. Köthe & Toeplitz duals for bicomplex sequence spaces, defined and studied in [W3], have been extended further. Two types of duals namely αβ- dual and βα- dual have been defined and...
Paper Information
Authors Mamta Amol Wagh, Sanjeev Kumar
Read Journal Click Here
Read Paper Click Here
Page No. 17 to 23

In this paper, the result shows that the method is elegant and reliable with less computational efforts. This method is strongly recommended for the solution of strongly nonlinear partial differential equations and systems of differential equations further to our results in [12] on the solution of nonlinear advection equations, we present a further results on the nonlinear non-homogeneou...
Paper Information
Authors M.O.Olayiwola, K.O.Kareem, A.W.Gbolagade
Read Journal Click Here
Read Paper Click Here
Page No. 75 to 81

In our paper, we have established criterion of Ψ-Eventual Stability for impulsive differential systems with variable moments of impulses by using piecewise continuous auxiliary functions which are analogous to Lyapunov’s functions. The work of Bainov, Kulev and Soliman has been extended. An example has been given to support the theoretical result. In the example, ...
Paper Information
Authors Anju Sood, Sanjay K Srivastava
Read Journal Click Here
Read Paper Click Here
Page No. 1 to 8

In this paper, a new subclass of analytic functions is introduced by means of a generalized derivative operator. Several properties like coefficient inequalities, growth and distortion theorems, convex linear combinations and radii of close-to-convexity, starlikeness and convexity of analytic functions belonging to the subclass are investigated. ...
Paper Information
Authors T. Thulasiram, T.V. Sudharsan, K. Suchithra, M.K.Aouf
Read Journal Click Here
Read Paper Click Here
Page No. 61 to 73

Usual test of testing unit root such as Dickey-Fuller (DF), Augmented Dickey-Fuller (ADF), Phillips Perron etc ignores sign and boundary of parameters. In this paper, we demonstrated the ignorance of sign and boundary of parameters and consequences of this ignorance in estimation and testing by Monte Carlo Simulation. Our main objective is to develop a method to capture the non-stationar...
Paper Information
Authors Shayla Naznin, Gowranga Kumar Paul, Ajit kumar Majumder
Read Journal Click Here
Read Paper Click Here
Page No. 55 to 59

In the present paper the problem of laminar, incompressible and viscous flow between two moving porous walls, which enable the fluid to enter or exit during successive expansions or contractions, has been is solved using Laplace transform and Homotopy Perturbation Method (HPM).the effects of various physical parameter on velocity profile has been studied and presented through graphs and ...
Paper Information
Authors Vivek Kumar Sharma, Aisha Rafi
Read Journal Click Here
Read Paper Click Here
Page No. 49 to 54

In this paper we have established certain indefinite integrals involving Harmonic Number. The results represent here are assume to be new. ...
Paper Information
Authors Salahuddin
Read Journal Click Here
Read Paper Click Here
Page No. 41 to 48