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We study a wireless relay network, with a single source and a single destination.Our main result is to show that an appropriate compress-and-forward scheme supports essentially the same reliable data ...
Traditionally, fuzzy logic used non-standard notations like m1/x1 + . . . + mn/xn for a function that attains the value m1 at x1, . . . , and the value mn at xn. In this paper, we provide an algebraic...
With development in communication and information technology and fast distribution of personal computers, the use of technology in training has improved. The foundation of mathematics educational fiel...
This paper aims to discuss retirement from the mathematician’s viewpoint. In this world of today, are individuals going to have enough retirement savings and income to survive to a certain age or deat...
We give a selective survey of topics in algebraic deformation theory ranging from its inception to current times. Throughout, the numerous contributions of Murray Gerstenhaber are emphasized, especia...
We reconstruct hermitian K-theory via algebraic symplectic cobordism. In the motivic stable homotopy category SH(S) there is a unique morphism g : MSp -> BO of commutative ring T- spectra which sends...
In this paper we apply restarted Adomian decomposition method, based on standard Adomian method for solving system of nonlinear algebraic equations. Illustrative examples have been presented, to demon...
This note is concerned with the iteration numerical scheme for solving nonlinear algebraic equations. A more effective and more rapidly convergent iteration method is proposed, which improves the conv...
In this short note, an algebraic inequality related to those of Alzer, Minc and Sathre is proved by using analytic arguments and Cauchy's mean-value theorem. An open problem is proposed.
In this paper, by proving a combinatorial identity and an algebraic identity and by using Cauchy's inequality, two new algebraic inequalities involving 2n positive variables are established.
In this paper, by using the method of algebraic analysis, the results in our previous work are generalized. These results are of importance in the qualitative theory of polynomial autonomous systems. ...

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