F: Mathematics & Decision (359)
GJSFR: F
Evaluation of a summation formula based on half argument and allied with Recurrence relation
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 7
The aim of this paper is to evaluate a summation formula based on half argument allied with Hypergeometric function and involving recurrence relation. ...
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Authors Dr. SalahuddinRead Journal Click Here
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Page No. 1 to 27
Applications of Laplace Homotopy Analysis Method for Solving Fractional Heat-And Wave-like Equations
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 6
In this paper, we apply Laplace homotopy analysis method for solving various fractional heat- and wave-like equations. This method is combined form of homotopy analysis method and Laplace transform. The proposed algorithm presents a procedure of construct the base function and gives a high order deformation equation in simple form. The purpose of using the Laplace transform is to overcom...
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Authors Dr. V.G.Gupta, Pramod KumarRead Journal Click Here
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Page No. 39 to 48
Hypergeometric Form Of Certain Indefinite Integrals
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 6
In this paper we have given Hypergeometric form of some indefinite integrals involving Hypergeometric function. 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. 33 to 37
Common Fixed Point Theorem for Weakly Compatible Maps Satisfying E.A Property in Intuitionistic Fuzzy Metric Spaces using Implicit Relation
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 6
In this paper, we use the notion of E.A. property in intuitionistic fuzzy metric space to prove a common fixed point theorem which generalizes Theorem-2 of Turkoglu, Alaca,Cho and Yildiz [12]. ...
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Authors Dr. Sanjay Kumar , S. S. Bhatia, Saurabh ManroRead Journal Click Here
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Page No. 25 to 32
Exponential Chain Ratio and Product type Estimators for Finite Population Mean under Double Sampling Scheme
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 6
In this paper an exponential chain ratio and product type estimators in double sampling have been developed for estimating finite population mean of the study variable when the information on another additional auxiliary character is available along with the main auxiliary character. The bias and mean square error of the proposed estimators have been obtained in two different cases. Theo...
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Authors Dr. B. K. Singh, Sanjib ChoudhuryRead Journal Click Here
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Page No. 13 to 24
Common Fixed Point Theorems For Single And Set−Valued Maps In non−Archimedean Fuzzy Metric Spaces
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 6
The intent of this paper is to establish a common fixed point theorem for two pairs of occasionally weakly compatible single and set-valued maps satisfying a strict contractive condition in a non - Archimedean fuzzy metric space. ...
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Authors Dr. T. K. Samanta, Sumit MohintaRead Journal Click Here
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Page No. 1 to 11
Evaluation of a summation formula associated with Gamma function and involving Gauss Theorem
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 5
The aim of this paper is to evaluate a summation formula based on half argument allied with Hypergeometric function and involving recurrence relation and Gauss summation theorem. ...
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Authors Dr. SalahuddinRead Journal Click Here
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Page No. 25 to 54
Coincidence and Common Fixed Point Theorem in Cone Metric Spaces
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 5
In this paper we have proved some coincidence and common fixed point theorem in cone metric space by using Jungck type contractive condition and generalized the results of Huang Long Guang and Zhang Xian. ...
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Authors Dr. Piyush Kumar Tripathi, A. KumarRead Journal Click Here
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Page No. 19 to 23
Analytical Solutions For Some Of The Nonlinear Hyperbolic-Like Equations With Variable Coefficients
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 5
In this work Homotopy Analysis Method(HAM) is used for analytic treatment of the nonlinear hyperbolic-like equations with variable coefficients. This method can provide analytical solutions to the problems by just utilizing the initial conditions. The proposed iterative scheme finds the solution without any discretization, linearization or restrictive assumptions. The proposed method sol...
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Authors R.Rajaraman, Dr.G.HariharanRead Journal Click Here
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Page No. 55 to 60
Analytical Solutions For The Different Forms Of Telegraph Equations By Homotopy Analysis Method
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 5
In this work Homotopy Analysis Method(HAM) is used for analytic treatment of the telegraph equations .This method can provide analytical solutions to the problems by just utilizing the initial conditions. The proposed iterative scheme finds the solution without any discretization, linearization or restrictive assumptions.The proposed method solves nonlinear problems without using Adomain...
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Authors Mr. R.RajaramanRead Journal Click Here
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Page No. 7 to 12
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New representations in terms of q-product identities for Ramanujans results
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 5
In this paper author has established six q-product identities, which are presumably new, and not available in the literature. ...
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Authors Dr. M.P. ChaudharyRead Journal Click Here
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Page No. 1 to 6
New Generating Functions Pertaining To Generalized Mellin-Barnes Type ofContour Integrals
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 4
The aim of the present paper is to evaluate new generating functions of H-function, using Truesdell’s ascending and descending F-equation technique. These formulae are unified in nature and act as the key formulae from which we can obtain as their special cases. For the sake of illustration, we record here some special cases of our main formulae, which are believe to be ...
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Authors Dr. Mehar ChandRead Journal Click Here
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Page No. 57 to 73
On Geometric Models in modern computing and networking
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 4
This paper discusses a few geometric models that have been of great utility in the modern technologically dominated society. Under the setting of topological manifolds the mathematical concepts underlying computer graphics have been explored. Other applications of the theory of manifolds in computer science and communication technology namely in codes, ciphers and networks are described....
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Authors Dr. J. V. Ramana Raju, T. VenkateshRead Journal Click Here
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Page No. 39 to 44
A Unified Study Of Fourier Series Involving Generalized Hypergeometric Function
Published In: GJSFR Part: F: Mathematics & Decision Volume: 12 Issue: 4
In this paper, we make an application of an integral involving sine function, exponential function, the product of Kamp´e de F´eriet functions and the I-function to evaluate three fourier series. We also evaluate a multiple integral involving the Ifunction to make its application to derive a multiple exponential Fourier series. Some known and interesting particular cases ...
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Authors Dr. Yashwant Singh, Naseem A.KhanRead Journal Click Here
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Page No. 45 to 55
