Unlike real numbers, in general, the cubic equation is not necessary to have a solution over p-adic field. Therefore, in this paper, we provide a solvability criterion for a cubic equation in Z^* p. In principal, the Cardano method is not always applicable for such kind of equations. Moreover, the numbers of solutions of the cubic equation in domai

In this research we introduce a new class of quadratic stochastic operators called xs-QSO which are defined through coefficient of the operator from measure-theoretic (namely we are looking the coefficient as the measures which are absolute continuous or singular) point of view. We also study the limiting behaviour of xs -QSO defined on 2D-simplex.

In the paper, it was given classification of \xi(s)-quadratic stochastic operators in the 2D simplex. Apart from this, it were studied asymptotic behaviors of operators from some classesID 2 3 4 6 7 8 10 11 12 13 14 15 16 17 18 19 International Conference of Application Science & Technology (iCAST2012) Contemponry MathemMics, iVhthemMical Physi

In this paper, we gave classifications of \xi(s)-quadratic stochastic operators (in short QSO) in 2D simplex and studied asymptotic behaviors of some classes of \xi(s)-QSO.MALAYSIAN SCIENCE 'ECBNOLOGY CONGRESS Transforming the S& T Resources for Sustainable High Income Society PROGRAMME AND ABS,.RAC,.S I ~Wa?nJ IDIDWa([iJmam ~ID~~ [j[i[] ~1

In the present paper, we introduce a new kind of p-adic measures for (q + 1)-state Potts model, called generalized p-adic quasi Gibbs measure. For such a model, we derive a recursive relations with respect to boundary conditions. We employ a dynamical system approach to establish phase transition phenomena for the given model. Namely, using the der

In the present article, we provide a new construction of measure, called p-adic quasi Gibbs measure, for countable state of p-adic Potts model on the Cayley tree. Such a construction depends on a parameter p and wights. In particular case, i.e., if p = exp_p, the defined measure coincides with p-adic Gibbs measure. In this article, under some condi

Agriculture has always been an important economical factor for a country, which is causing emissions every day, without realizing how much it is leading towards an increasing number of Greenhouse Gas (GHG). Agricultural emissions have been forecasted for Malaysia to have a better understanding and to take measures right away. This can be done throu

In this paper we prove the weak and strong convergence of the implicit iterative process with errors to a common fixed point of a finite family of asymptotically quasi I-nonexpansive mappings as well as a family of asymptotically quasi nonexpansive mappings in the framework of Banach spaces. The obtained results improve and generalize the correspon

We prove that, under certain conditions, uniform weak mixing (to zero) of the bounded sequences in Banach space implies uniform weak mixing of its tensor product. Moreover, we prove that ergodicity of tensor product of the sequences in Banach space implies its weak mixing. Applications of the obtained results, we prove that tensor product of unique

In this article, a new small size planar microstrip tree profile shaped Ultra-Wide Band (UWB) antenna with partial ground plane has been presented. The antenna is designed for chipless RFID tags that are working in UWB region. The operating frequency of the antenna is between 2.72 GHz to 11.1 GHz which covers the entire UWB frequency band. The ante