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Global Journal of Science Frontier Research: (F) Mathematics and Decision is an international journal for publishing natural science research papers. It aims to encourage and provide international publication to researchers, scientists and professors of natural science. We welcome original researches, surveys and review of papers of all the streams of natural science from all over the world. The GJSFR comprises comprehensive frontier trends of Physics, Mathematics, Chemistry, Zoology, Botany, Bio-tech, Geology, Military Science, Environment and all Interdisciplinary & Frontier Subjects etc. Journal of Physics, Journal of Chemistry etc. are belonging to GJSFR. 

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Global Journal of Science Frontier Research

Since 2001, Global Journal of Science Frontier Research (GJSFR): (F) Mathematics and Decision has been an academic open access, peer-reviewed, interdisciplinary, refereed journal focusing on all aspects of Engineering Research published by Global Journals, which is one of the fastest growing and leading Research Journal publishing organization in the world. The GJSFR is superintended and sponsored by Non Profit making Open Association of Research Society USA (OARS). The OARS has been esteemed internationally since 1964, aiming to highlight the research of frontiers and enhance research & development.

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Type of License Creative Commons
Open Access Yes
Does the author retain unrestricted copyright? Yes
Does the author retain publishing rights? Yes
Permanent article identifier DOI (Digital Object Identifier)

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Latest eJournals GJSFR

GJSFR-E Volume 18 Issue 1
GJSFR-C Volume 18 Issue 3
GJSFR-A Volume 18 Issue 5
GJSFR-F Volume 18 Issue 5
GJSFR-F Volume 18 Issue 6

 

Journal Specification

GJSFR-F Volume 18

GJSFR

ISSN Online 2249-4626
ISSN Print 0975-5896
Print Estd. 2001
DOI 10.17406/GJSFR
Publishing Frequency Monthly
CODEN GJSFR
Society Accreditation Yes

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Recent Citations

Citation indices  All Since 2011
Citations 1966   1923
h-index 15 15
i10-index 41 39

 

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Recent Articles Published in GJSFR-F

An Unified Study of Some Multiple Integrals with Multivariable Gimel-Function

In this paper, we first evaluate a unified and general finite multiple integral whose integrand involves the product of the functions and the multivariable Gimel-function occurring in the integrand involve the product of factors of the form , wh...

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Certain Fractional Derivative Formulae Involving the Product of a General Class of Polynomials and the Multivariable Gimel-Function

In the present paper, we obtain three unified fractional derivative formulae. The first involves the product of a general class of polynomials and the multivariable Gimel-function. The second involves the product of a general class of polynomials and two multivariable Gimel-functions and has been obtained with the help of the generalized Leibniz ru...

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Ground Handling Operations Management: An Agent-Based Modelling Approach

This work addresses the resource allocation-routing problem in the aircraft Ground Handling (GH) context. This problem is classified as one of the challenges that most of the ground-handling operators face nowadays. It consists of allocating a number of resources including workers and vehicles to aircraft of different service requirements and speci...

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Selberg Integral Involving the Product of Multivariable Special Functions

The Selberg integral was an integral first evaluated by Selberg in 1944. The aim of the present paper is to estimate generalized Selberg integral. It involves the product of the general class of multivariable polynomials, multivariable I-function and modified multivariable H-function. The result is believed to be new and is capable of giving a l...

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Unified Fractional Derivative Formulae for the Multivariable Aleph-Function

The object of this paper is to derive three unified fractional derivatives formulae for the Saigo-Maeda operators of fractional integration. The first formula deals with the product of a general class of multivariable polynomials and the multivariable Aleph-function. The second concerns the multivariable polynomials and two multivariable Aleph-func...

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Articles under Review



Physical Phenomena, which Accompany the Space and Nuclear Explosions

The United States under the Starfish program blew up a hydrogen bomb with a TNT equivalent 1.4 Mt in space above the Pacific Ocean. This event put a lot of questions before the scientific community. During the explosion, an electrical impulse of very short duration and large amplitude was detected. Modern electrodynamics can not explain this phenom...

Transverse Plasma Resonance in the Nonmagnetized Plasma and its Practical use

During shot explosions, which result in the formation of a hot plasma, electromagnetic radiation takes place in a very wide range, up to the radio waveband. But to date, those physical mechanisms that could explain the origin of such radiation are unknown. It is known that plasma resonance is longitudinal, but longitudinal resonance can not radiate...

Ferromagnetic Ferroelectric Transformer

Physics of the work of transformer with the ferromagnetic core is examined. The new types of transformers with the ferroelectric cores are proposed, and physics of the work of such transformers is also examined....

Ferroelectric Transformer

In the article is described the ferroelectric transformer, which in contrast to the transformer with the ferromagnetic of cores can work at the high frequencies. Such previously transformers were not known. This opens prospects the creation of wide-band ferroelectric amplifiers....

On the Physical Mechanism of the Formation of Electrical Fields on the Inductions

Near the conductor, along which flows the current, are formed electrical induction fields, these fields are formed is only is when to the conductor applied a potential difference and charges in it are accelerated. But, unfortunately, physics of this process is not thus far clear. In the work on the basis of the concept of scalar- vector potential i...

Articles under Press

 

Effect of Parametric Variations on Electromigration in Integrated Circuits

This research paper is focused on the effects of electromigration in integrated circuits at the nanoscale domain. This is an investigative work to see how various process and parametric variation effects on electromigration. With integrated circuits reaching in the nanoscale domain, electromigration is becoming more of a prominent problem. Being ab...

Path Integral Solutions of the PT-Symmetric and Non-Hermitian q-deformed Eckart Plus Modified Hylleraas Potential

In this study, the wave functions and the energy spectrum of the PT-Symmetric and non-Hermitian q-deformed Eckart plus modified Hylleraas potential are studied using Feyman’s Path In-tegral method. The kernel and Green.s Function for PT-Symmetric and non-Hermitian q-deformed Eckart plus modified Hylleraas potential is analytically derived by tran...

Bending Dynamics of DNA

It is here pointed out that the local opening of base pairs induces the formation of kinks which facilitates the bending of double helix. The conformational properties of DNA can be mapped onto the Heisenberg spin system and denaturation occurs through quantum phase transition (QPT) induced by a quench when the temperature effect is incorporated th...

The Physical Aspect of Some Magic Rites. Spin Supercurrent

By all is well known this phenomenon as rainbow. To any specialist in the electrodynamics it is clear that the appearance of rainbow is connected with the dependence on the frequency of the phase speed of the electromagnetic waves, passing through the drops of rain. J. Heaviside R. Vul assumed that this dispersion was connected with the frequency d...

Electrodynamics of the Dielectrics

In the scientific literature is in sufficient detail opened the role of the kinetic inductance of charges in the conductors and the plasmo-like media, but it is not opened the role of this parameter in the electrodynamics of dielectrics. This parameter in the electrodynamics of dielectrics plays not less important role, than in the electrodynamics ...

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