F: Mathematics & Decision (359)
GJSFR: F
On Certain Class of Difference Sequence Spaces
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In this article we define the sequence spaces and a sequence of moduli, p = (pk) sequence of positive reals, v = (vk) is any fixed sequence of zero complex numbers, is a fixed number, and the set ofsequences and establish some inclusion relations. ...
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Authors Dr. Khalid EbadullahRead Journal Click Here
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Page No. 59 to 68
Existence of Classical Solutions for a Class Nonlinear Wave Equations
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In this article we investigate the Cauchy problem for the equation At this moment, the cases are well studied. open problem using approach. ...
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Authors Dr. Svetlin Georgiev GeorgievRead Journal Click Here
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Page No. 45 to 57
Security Issues in Wireless Local Area Networks (WLAN)
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
This paper deals with this wireless local area security technologies and aims to exhibit their potential for integrity, availability and confidentiality. It provides a thorough analysis of the most WLAN packet data services and technologies, which can reveal the data in a secure manner. The paper outlines its main technical characteristics, discusses its architectural aspects based on se...
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Authors Dr. Gurjeet SinghRead Journal Click Here
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Page No. 69 to 79
Certain Indefinite Integrals Involving Lucas Polynomials and Harmonic Number
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In this paper we have established certain indefinite integrals involving Harmonic number and Lucas Polynomials. The results represent here are assume to be new. ...
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Authors Dr. SalahuddinRead Journal Click Here
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Page No. 37 to 41
A New Self-Adjusting Numerical Integrator for the Numerical Solutions of Ordinary Differential Equations
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In this work, we consider a class of formulae for the numerical solution of IVP, in ordinary differential equations with point of singularity, in which the underlying interpolant is a rational function. This is in contrast with the classical formulae which are in general based on polynomial approximation. The proof of convergence and consistency for the scheme are also given. There are t...
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Authors Dr. O.O. A. Enoch, A.A.OlatunjiRead Journal Click Here
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Page No. 25 to 35
Some Remarks on Product Summability of Sequences
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In [4], the definition of product summability method (ð‘«ð‘«ð‘«ð‘«,ðÂ’ŒðÂ’ŒðÂ’ŒðÂ’Œ)(C,l) for functions was given and some of its properties were investigated. In [2], summability for functions are defined and some of its properties are investigated. In this...
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Authors Dr. Suyash Narayan MishraRead Journal Click Here
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Page No. 43 to 44
Some Integrals Pertaining Biorthogonal Polynomials and Certain Product of Special Functions
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
The main object of this paper is to obtain some integrals and series relation pertaining to biorthogonal polynomials, Fox’s H-function, the general class of polynomials and the H-function of several complex variables. ...
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Authors Dr. Poonia, M.S.Read Journal Click Here
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Page No. 11 to 24
A Summation Formula Tangled With Hypergeometric Function and Recurrence Relation
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
The main object of the present paper is to establish a summation formula tangled with Hypergeometric function and recurrence relation. ...
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Authors Dr. Salahuddin, M. P. Chaudhary, Rahul SinghRead Journal Click Here
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Generalizations of Ranamujan’s Results In Terms Ofq-ProductIdentities
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
In this paper author has generalized Ramanujan’s results and established four new relations on q-product identities with the help of Jacobi’s triple product identity using elementary method. ...
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Authors Dr. M.P. ChaudharyRead Journal Click Here
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Page No. 49 to 54
A New Class of Harmonic Univalent Functions Defined By an Integral Operator
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
We define and investigate a new class of harmonic univalent functions defined by Salagean integral operator. We obtain coefficient inequalities and distortion bounds for the functions in this class. ...
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Authors Dr. Luminita- Ioana CotirlaRead Journal Click Here
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Page No. 39 to 48
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Extention Transformation Used in I Ching
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 11
In this paper we show how to using the extension transformation in I Ching in order to transforming a hexagram to another one. Each binary hexagram (and similarly the previous trigram) has a degree of Yang and a degree of Yin. As in neutrosophic logic and set, for each hexagram there is corresponding an opposite hexagram , while in between them all other hexagrams are neutrali...
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Authors Dr. Florentin SmarandacheRead Journal Click Here
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Page No. 1 to 9
Generalization of the Dependent Function in ExtenicsFor Nested Sets with Common Endpoints to 2D-Space, 3D-Space, and Generally To N-D-Space
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
In this paper we extend Prof. Yang Chunyan and Prof. Cai Wen’s dependent function of a point P with respect to two nested sets X0 ⊂ X, for the case the sets X0 and X have common ending points, from 1D - space to n-D-space. We give several examples in 2D- and 3D-spaces. When computing the dependent function value k(.) of the optimal point O, we take its maxi...
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Authors Dr. Florentin SmarandacheRead Journal Click Here
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Page No. 1 to 7
Relation between Weakly Prime Elements and Weakly Prime Sub Modules
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
In this paper we give the defition of weakly prime element of a module. Therefore we give a new definition of factorization in a module, which is called weakly factorization. So we call a module weakly unique factorization which is unique. We give the relation between weakly prime elements and weakly prime sub modules Then we characterize such weakly unique factorization modules. ...
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Authors Dr. AyazAhmadRead Journal Click Here
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Page No. 19 to 22
Mathematical Modeling of Thin-Layer Drying Behavior of Date Palm
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 10
The effect of microwave drying technique on drying kinetics of date palm was investigated. The results showed that the change of moisture ratio with drying time in the power density range from 4 to 9.5 W/g can be successfully described by Page model. Values of drying rate constant (k) were in the range of 0.052–0.142 (1/min) and the effective moisture diffusivities (Deff...
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Authors Dr. Hosain Darvishi, Eisa HazbaviRead Journal Click Here
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Page No. 9 to 17
