Exact solutions which contain periodic solutions, soliton solutions and rogue wave solutions for two the modied derivative nonlinear Schrodinger equations, are obtained by means of solutions of a known derivative nonlinear SchrÖdinger equation. Two solutions' images are displayed...
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Research Article10.9734/jamcs/2019/v31i630127
In this paper, we construct a family of high order self-starting one-block numerical methods for the solution of stiff initial value problems (IVP) in ordinary differential equations (ODE). The Reversed Adams Moulton (RAM) methods, Generalized Backward Differentiation Formulas (G...
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Research Article10.9734/jamcs/2019/v31i630128
The objective of this paper is to investigate and give sufficient conditions that we guarantees globally asymptotically stable periodic solutions, of non-linear differential Equations with Delay of the form (1.1). The Razumikhin’s technique was improve upon to enhance better resu...
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Research Article10.9734/jamcs/2019/v31i530126
In this paper, we mainly discuss the path connectedness of the soft rough topological space. We study the properties of connected soft rough real space, give the denition of path between soft points, and discuss the property of path connectedness in the soft rough topological spa...
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Research Article10.9734/jamcs/2019/v31i530122
Aims: In a face recognition task, it is a challenging problem to find lots of images for a person. Even, sometimes there can be only one image, available for a person. In these cases many of the methods are exposed to serious performance drops even some of these fail to work. Rec...
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Research Article10.9734/jamcs/2019/v31i530123
Steganography is the skill of hiding data inside other information in such a way that it is hard or even impossible to tell that it is there. There are many different carriers for steganography but the most popular is digital images. In recent times, there it has been supposed th...
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Research Article10.9734/jamcs/2019/v31i530124
The oscillations theory of neutral impulsive differential equations is gradually occupying a central place among the theories of oscillations of impulsive differential equations. This could be due to the fact that neutral impulsive differential equations plays fundamental and sig...
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Research Article10.9734/jamcs/2019/v31i430121
In a recent preprint, Gullerud and Walker proved a theorem and made a conjecture about thecorrectness of efficiently generating Bézout trees for Pythagorean pairs. In this note, we give a simple proof of their theorem, conrm that their conjecture is true, and furthermore we give...
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Research Article10.9734/jamcs/2019/v31i430120
This paper gives the current overview of the application of data mining techniques on the haematological and biochemical dataset to predict the occurrence of malaria in children between age zero (0) and five (5). Malaria has been eradicated from the developed countries but still...
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Research Article10.9734/jamcs/2019/v31i430118
In this paper, we applied a new method for solving nonlinear wave-like equation with variable coefficients , when the exact solution has a closed form. This method is Kamal Adomian De-composition Method (KADM). The Kamal decomposition method is a combined form of the Kamal trans...
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Research Article10.9734/jamcs/2019/v31i430119
In this paper, we study the conformal vector elds on a class of Finsler metrics. In particular Finsler space with special (α, β)- metric `F =\alpha +\frac{\beta^2}{\alpha} ` is dened in Riemannian metric α and 1-form β and its norm. Then we characterize the PDE's of conformal vec...
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Research Article10.9734/jamcs/2019/v31i430117
The proportiones perfectus law states that σ_x^y=(x+√(x^2+4y))/2 is a proportione perfectus if 1≤y≤x such that for an arbitrary positive integer , there exists an integer sequence defined simultaneously by the quasigeometric relation h_(n+1)=round(σ_x^y h_n ),n≥1 and the arithmet...
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Research Article10.9734/jamcs/2019/v31i330115
This article is concerned with the study of heat and mass transfer of a MHD reactive flow of an upper-convected Maxwell fluid model over a stretching surface subjected to a prescribed heat flux with velocity slip effect in a Darcian porous medium in the presence of thermal radiat...
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Research Article10.9734/jamcs/2019/v31i330116
In this paper, we dene Gaussian generalized Tetranacci numbers and as special cases, we investigate Gaussian Tetranacci and Gaussian Tetranacci-Lucas numbers with their properties. We present Binet's formulas, generating functions, and the summation formulas for Gaussian generali...
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Research Article10.9734/jamcs/2019/v31i330112