F: Mathematics & Decision

F: Mathematics & Decision (359)

GJSFR: F

In this article we consider finite field of order p2 (p ≠ 2). We provide matrix representation of finite field of order at most p2 =121. However this article provides a technique to yield matrix field of order p2 for every prime p > 2 . ...
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Authors S. K. Pandey
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Page No. 27 to 30

In this paper, we present a generalization of white noise analysis to the case of non-Gaussian measures. For this purpose, we use a biorthogonal approach in which instead of the exponentials the characters of commutative hypercomplex systems are employed. Moreover, we construct the elements of Wick calculus in a non-Gaussian setting. ...
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Authors A. S. Okb El Bab, Hossam A. Ghany, M. Zakarya
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Page No. 11 to 25

In this paper, we obtain some Lyapunov-type inequalities for a class of fractional order difference equations with homogeneous boundary value conditions, the results of this paper are new and generalize some early results in the literature. ...
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Authors Meihong Cui, Jingxu Xin, Xianmei Huang, Chengmin Hou
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Page No. 1 to 9

The present paper aim significantly investigates the effect of the variable thermal conductivity and the inclined uniform magnetic field on the plane Poiseuille flow of viscous incompressible electrically conducting fluid in the presence of a constant pressure gradient through non-uniform plate temperature are discussed. The lower plate assumed to be porous, in which the fluid sucks from...
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Authors V.G. Gupta, Ajay Jain, Abhay Kumar Jha
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Page No. 21 to 28

Through mathematical communication and discourse, teachers can foster student engagement and participation while focusing on the deep conceptual understanding called for in the Common Core mathematics standards. This qualitative study focuses on the importance of students’ mathematical communication (i.e. verbal and written) and discourse as they engage in problem solvin...
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Authors Roland G Pourdavood, Patrick Wachira
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Page No. 9 to 20

In this paper, we establish certain results concerning the quasi-Hadmard product for two classes related to starlike and convex univalent functions with respect to symmetric points. ...
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Authors H. E. Darwish, A. Y. Lashin, A. N. Alnayyef
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Page No. 1 to 7

Both the optimization and equilibrium principles turn out to be more akin to common sense than to science. They have been postulated as describing markets, but lack the required empirical underpinning. Optimization is not a magic cure. In order to particularly circumvent some of the technical obstacles for a control problem , it turns out to be practically effective to reduce the system ...
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Authors Amaresh Das
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Page No. 27 to 32

Let A denote the class of functions of the form which are analytic in the open unit disk In this paper, the new subclasses and of A which are de.ned by using generalized Bessel Function are introduced. Certain properties of neighborhood for functions belonging to these classes are studied. ...
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Authors H. E. Darwish , A. Y. Lashin, B.F.Hassan
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Page No. 21 to 26

Many forecasting method are based on some notion that when an underlying pattern exists in a data series. That data can be distinguished from randomness by smoothing (averaging) past values. The effect of this smoothing is to eliminate randomness so the pattern can be projected into the future. It goes without saying that when a data is good enough and have nice pattern then forecast cou...
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Authors Maskurul Alam, Matiur Rahman, Sharmin Akter Sumy, Yasin Ali Parh
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Page No. 11 to 19

In this paper, we study the locally stability, global stability, the periodicity and the boundedness of the positive solutions of the following nonlinear difference equationwhere the coefficients and are positive real number and are positive integers. The initial conditions are arbitrary positive real numbers such that . ...
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Authors E. M. Elabbasy, H. S. Alshawee
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Page No. 33 to 43