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The first molecular survey of theileriosis in Malaysian cattle, sheep and goats
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An iteration problem
Published 2013“…We attach to it the following operator D : F[x]\rightarrow F[x] defined by D(f) = f-f\circle\phi, where F[x] = F[x_1; x_2; ...; x_n]- the F-algebra of polynomials in variables x_1; x_2;...; x_n, f \in F[x] and \circle stands for the composition(superposition) operation. …”
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Solving Nonlinear Algebraic Problem Using Newton Homotopy Differential Equation
Published 2011“…In our algorithm, the nonlinear system f (x) = 0 is solved by a homotopy method, in which a homotopy H (x,t) = f (x)-(1-t) f (x0) is introduced and the solution path of H(x, t) = 0 is followed from an obvious solution (x0,0)to the solution (x*,1) which we seek. …”
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Spatial sectoring: A innovative extension of Simpson’s rule for determining area of irregular close shape
Published 2012“…Much as the method for determining the properties of shapes like triangles, parallelogram, cuboids, and geometric figures like circle, and spheres have standard formulae, the determination of a function F(x) in many dimensions have formulae or standard methods. …”
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Proceeding Paper -
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Determination of an ion exchange constant by the use of a kinetic probe: a new semiempirical kinetic approach involving the effects of 3-f- and 4-f-substituted benzoates on the rat...
Published 2010“…Empirical constants theta and K(X/S) give the parameters F(X/S) and K(X/S), respectively. The magnitude of F(X/S) gives the measure of the fraction of micellized PS(-) transferred to the aqueous phase by the limiting concentration of X(-) through X(-)/PS(-) ion exchange. …”
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A polynomial p-adic dynamical system
Published 2012“…We completely describe the Siegel discs and attractors for the p-adic dynamical system f(x) = x^{2n+1} + ax^{n+1} on the space of complex p-adic numbers.…”
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On p-adic generalized logistic dynamical system
Published 2012“…In the present paper, we consider its cubic generalization, namely we study a dynamical system of the form f(x)=ax(1-x2 ) We show that for the case , the dynamical system is conjugate to the shift of symbolic dynamics.…”
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On p-adic generalized logistics dynamical systems
Published 2011“…In this paper we describe basin of attraction of p-adic dynamical system f(x) = ax(1-x2). Here we consider three major cases with respect to the parametera:|a|p< 1,|a|p=1 and |a|p>1. …”
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Proceeding Paper -
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A 4(3) pair Runge-Kutta-Nystršm method for periodic initial value problems
Published 2010“…A new embedded 4(3) pair explicit four-stage fourth-order Runge-Kutta-Nyström (RKN) method was developed to integrate second-order differential equations of the form yʺ = f (x, y) where the solution was oscillatory. Presented is a method which has high order dispersion with a ‘small’ principal local truncation error coefficient. …”
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Dataset on physicochemical properties of particle-sized moringa oleifera seed cake and its application as bio-coagulants in water treatment application
Published 2019“…Four sets of mass spectrometric methods viz; Gas Chromatography Mass- Spectrometer (GC–MS), Fourier transform infrared (FTIR), LC-MS-Quadrupled time of Flight Mass Spectrometer (LC-MS/QToF), X-ray fluorescence analysis (XRF). The three spectrometry approaches provided a blueprint and basis for future investigation on the physicochemical properties of Moringa oleifera in an eco-friendly water treatment process.…”
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On P-adic generalized logistic dynamical system
Published 2011“…In the present paper, we consider its cubic generalization namely we study a dynamical system of the form 2 f (x) ax(1 x ) . The paper is devoted to the investigation of trajectory of the given system. …”
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Proceeding Paper -
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Effects of [NaBr] on the rate of intramolecular general base-assisted hydrolysis of N-(2 `-Hydroxyphenyl)phthalimide in the presence of cationic micelles: Kinetic evidence for the...
Published 2010“…This relationship gives the value of a kinetic parameter, F(X/S), which represents the fraction of micellized S(-) (S(-) = 1(-)) transferred to the aqueous phase by the limiting concentration of X(-) (X(-) = Br(-)) through ion exchange X(-)/S(-). …”
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