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The Effect of Candida Albicans Inoculation Under Acrylic and Chrome- Cobalt Palatal Plates (Comparative Study)
Research Output | Dar Al-hikmah Library | IIUM Only

Denture stomatitis is common disease among maxillary denture wearers. Sixty Wistar rats were involved in this study devided into 2 experiment group in addition to 1 control group each contain 20 rats, group 1A include 10 animals fitted with acrylic and inoculated with candida albicans , group 1 B 10 animals were fitted with acrylic only , while in

epa-Coated Titanium Implants Promote Osteoconduction in White New Zealand Rabbits
Research Output | Dar Al-hikmah Library | IIUM Only

OBJECTIVES: To investigate the effect of eicosapentaenoic acid (EPA)-coated Ti implants on osteoconduction in white New Zealand rabbit mandibles. MATERIAL AND METHODS: Sandblasted and cleansed planar titanium specimens with a size of 5 × 5 × 1 mm were coated on one side with 0.25 vol% eicosapentaenoic acid (EPA). The other side of the specimens w

Phase Transition for the p-Adic Ising–vannimenus Model on the Cayley Tree
Research Output | Dar Al-hikmah Library | IIUM Only

In this present paper, we consider the p-adic Ising Vannimenus model on the Cayley tree of order two. A new measure-theoretical approach (in the p-adic sense) to investigate such a model is proposed. The main result of this paper is to establish the existence of the phase transition for the model. By the phase transition we mean the existence of at

On Cubic Equations Over p-Adic Fields
Research Output | Dar Al-hikmah Library | IIUM Only

We provide a solvability criterion for a cubic equation in domains . We show that, in principal, the Cardano method is not always applicable for such equations. Moreover, the numbers of solutions of the cubic equation in domains are provided. SinceJuly 8, 2014 15:29 WSPC/S1793-0421 203-IJNT 1450020 International Journal of Number Theory Vol. 10, No

On ξ^a -quadratic Stochastic Operators on 2-d Simplex = (-quadratik Stochastic Pengendali di Simplex 2-d)
Research Output | Dar Al-hikmah Library | IIUM Only

A quadratic stochastic operator (QSO) is usually used to present the time evolution of differing species in biology. Some quadratic stochastic operators have been studied by Lotka and Volterra. The general problem in the nonlinear operator theory is to study the behavior of operators. This problem was not fully finished even for quadratic stochasti

On Dynamics of lotka-Volterra Type Operators
Research Output | Dar Al-hikmah Library | IIUM Only

In the present paper, we study dynamics of Lotka-Volterra (LV) type operators defined in finite dimensional simplex. We introduce a new class of LV-type operators, called MLV type. Some concrete examples are also provided. We prove that trajectories of such kind of operators converge, and moreover, we find an estimation for fixed points of the intr

On Dynamics of lotka-Volterra Type Operators
Research Output | Dar Al-hikmah Library | IIUM Only

In the present paper, we study dynamics of Lotka-Volterra (LV) type operators defined in finite dimensional simplex. We introduce a new class of LV-type operators, called MLV type. Some concrete examples are also provided. We prove that trajectories of such kind of operators converge, and moreover, we find an estimation for fixed points of the intr

On Quasi Quantum Quadratic Operators of M_2(C)
Research Output | Dar Al-hikmah Library | IIUM Only

In the present paper we study quasi quantum quadratic operators (q.q.o) acting on the algebra of 2 × 2 matrices M2(C). We describe quasi q.q.o. with Haar state, and prove that if a symmetric quasi q.q.o. with Haar state is q-pure, then it cannot be positive.International Conference on Mathematical Sciences and Statistics 2013Adem Kilicman • Wah

Description of Three Dimensional Solvable Evaluation Algebras
Research Output | Dar Al-hikmah Library | IIUM Only

The concept of evolution algebras lies between algebras and dynamical system. In this paper we are going to describe three dimensional nilpotent, solvable evolution algebras. It is seen that three dimensional nilpotent evolution algebras are classified into three classes, and solvable ones are classified into five classes.International Conference o

On p-Adic Ising Model with Competing Interactions on the Cayley Tree
Research Output | Dar Al-hikmah Library | IIUM Only

It is known that the Ising model is one of the most studied models in statistical mechanics. Since, this model is related to a number of outstanding problems in statistical and mathematical physics, and in graph theory. On the other hand, that most of modern science is based on mathematical analysis over real and complex numbers. However, it is tur

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KCDIOM

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KCDIOM

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