F: Mathematics & Decision (359)
GJSFR: F
The Development of Discrete Version of Laplace Transformation (Sigma (ÃÆ’) Transformation) Obtained from the Relationship Between Laplace and Fourier Transformations
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 3
The relationships between Laplace and Fourier transformations are studied very closely. It is observed that Fourier transformation can be obtained from Laplace transformation but the reverse is not true. Based on this, a generic mathematical analysis leads to an expression relating Laplace transformation to Fourier transformation. Further mathematical analysis from that expression leads ...
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Authors Dr. Umana Thompson ItaketoRead Journal Click Here
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Page No. 47 to 55
A Summation Formula Clung to Contiguous Relation
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 3
The main aim of the present paper is to evaluate a summation formula in the shadow of contiguous relation and recurrence relation. ...
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Authors Salahuddin, M. P. ChaudharyRead Journal Click Here
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Page No. 27 to 39
On Certain Indefinite Elliptic Integrals
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
In this paper we have developed some formulae related to indefinite integrals in association with Hypergeometric functions. ...
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Authors Dr. Salahuddin, M. P. ChaudharyRead Journal Click Here
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Page No. 89 to 93
The Integration of Certain Products of Special Functions
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
The aim of the present paper is to obtain a finite integral involving a product of Fujiwara’s polynomial [7], M-series [15], a general class of polynomial [10], with the H-function of several complex variables [11]. The results are quite general in nature hence encompass many new, known and unknown results hitherto in the literature. ...
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Authors Saroj KumariRead Journal Click Here
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Page No. 81 to 87
Pathway Fractional Integral Operator Concerning to Polynomials
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
We have made an attempt to study a pathway fractional integral operator concerning to pathway model and pathway probability density for product of some special functions with a general class of polynomials. Our results are quite general in nature and hence compass a large number of results hitherto in the literature. ...
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Authors Saroj KumariRead Journal Click Here
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Page No. 75 to 80
(1,2) - Domination in Some Harmonius Graphs
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
In this paper we discuss (1,2) - domination in some harmonious graphs namely ladder graph, wheel graph and tetrahedral graph. ...
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Authors N. Murugesan, Deepa.S.NairRead Journal Click Here
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Page No. 65 to 74
Strictly Practical Stabilization of Impulsive Functional Differential Equations by using Lyapunov functions
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 4
In this paper, we extend the concept of strict practical stability to impulsive functional differential equations by using Lyapunov functions and Razumikhin technique. As practical stability does not give us much information about the rate of decay of solution so we develop the idea for strict practical stability of functional differential equations with impulsive effect and obtained som...
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Authors Dr. Sapna Rani, Dilbaj SinghRead Journal Click Here
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Page No. 83 to 89
Some New Properties ofGeneralized Polynomials and H-Function Associated with Feynman Integrals
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
In the present paper we study the integrals involving generalized polynomials (multivariable) and the - function. The - function was proposed by Inayat-Hussain which contain a certain class of Feynman integrals, the exact partition function of the Gaussian model in statistical mechanics and several other functions as its particular cases. Our integrals are unified in nature and act as ke...
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Authors Dr. V.G.Gupta, Nawal Kishor JangidRead Journal Click Here
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Page No. 55 to 63
Development of a Summation Formula in Connection with Hypergeometric and Gamma Function
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
The aim of this paper is to derive a summation formula based on half argument in connection with Hypergeometric function and involving recurrence relation and Gauss summation theorem ...
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Authors Dr. Salahuddin, R. K. Khola, S. R. YadavRead Journal Click Here
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Page No. 25 to 53
Dual to Ratio Estimators of Population Mean in Post-Stratified Sampling using Known Value of Some Population Parameters
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
This paper extends the work carried out by Onyeka (2012), by proposing a class of dual to ratio combined estimators of the population mean in post-stratified sampling when using known value of some population parameters. The proposed estimators, under certain conditions, are shown to be more efficient than some existing estimators, including the usual poststratified estimator and the est...
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Authors Dr. Onyeka, A.C.Read Journal Click Here
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Page No. 13 to 23
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A Common Fixed Point for Eight Mappings in an Intuitionistic M- Fuzzy Metric Space with Property ‘E’
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 2
The aim of this paper is to introduce the concept of an intuitionistic M - fuzzy metric space with property ‘E’ and prove common fixed point theorem for eight weakly compatible mappings in intuitionistic M - fuzzy metric space with property ‘E’. ...
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Authors Dr. Ranjeeta Jain, N. BajajRead Journal Click Here
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Page No. 1 to 11
Semirelib Cutvertex Graph
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 1
In this communucations, the concept of semirelib cutvertex graph of a planar graph is introduced. We presen a characterization of those graphs whose semirelib cutvertex graphs are planar, outer planar, eulerian, hamiltonian with crossing number one. ...
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Authors Dr. Venkanagouda M Goudar, K B Manjunatha PrasadRead Journal Click Here
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Page No. 61 to 66
Bicomplex Riesz-Fischer Theorem
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 1
Thispaper continues the study of infinite dimensional bicomplex Hilbert spaces introduced in previous articles on the topic. Besides obtaining a Best Approximation Theorem, themain purpose of this paper is to obtain a bicomplex analogue of the Riesz-Fischer Theorem. There are many statements of the Riesz-Fischer (R-F) Theorem in the literature, some are equivalent, some are consequences ...
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Authors Dr. K. S. Charak, R. Kumar, D. RochonRead Journal Click Here
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Page No. 67 to 77
Some Results on a Lorentzian Para Sasakian Manifolds
Published In: GJSFR Part: F: Mathematics & Decision Volume: 13 Issue: 1
The object of this paper is to study a type of non-flat differentiable manifold called Generalized Pseudo Symmetric, Generalized Pseudo Ricci symmetric, Generalized Ricci Recurrent, Semi pseudo symmetric and Semi pseudo Ricci symmetric manifold in a Lo rentzian para-Sasakian manifold. ...
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Authors Dr. Mobin Ahmad, Archana Srivastava, Amit PrakashRead Journal Click Here
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Page No. 37 to 44
