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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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The journal is indexed/being indexed by almost all relevant indexing organizations with world-class standards for journal assessment to match the requirements of top universities and institutions.
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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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Journal Specification

GJSFR-F Volume 23

GJSFR

ISSN Online 2249-4626
ISSN Print 0975-5896
Print Estd. 2001
mEDRA DOI 10.17406/GJSFR
CrossRef DOI 10.34257/GJSFR
Publishing Frequency Monthly
CODEN GJSFR
Society Accreditation Yes

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Recent Citations

Citation indices  All Since 2015
Citations 5153 4413
h-index 28 25
i10-index 152 123

 

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Recent Articles Published in GJSFR-F

A 4-Color Circular Map Coloring Method

Different vertices are colored in a plan. Adjacent vertices are colored differently from nonadjacent vertices, which are colored the same color. One color is used for a single point, two color are used for points without a loop, and a maximum of four color are used for points with a loop. A maximum of four color are used to color all points....

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If you Give Enough Time to that Which Seems Extremely Improbable, It Can Happen! Applications of the Infinite Monkey Theorem in Secondary Classrooms in Line with the Development of Emotional Skills

The research article addresses two main topics: the concept of giving sufficient time to seemingly improbable events and the applications of the infinite monkey theorem in secondary classrooms in relation to the development of emotional skills. First, the idea that if enough time is given to something that seems extremely improbable, it is possible...

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Use of Social Networks to Approach Topology in the Area of Mathematics In Secondary School. Practical Proposal to Work on the Development of Abstract Skills through the Möbius Strip and the Klein Bottle

Both the Möbius strip and the Klein bottle can be used to develop abstract skills in secondary mathematics classrooms. They are simple examples of topological objects through which students can develop abstract visual and spatial skills while relating it to other areas of mathematics, such as geometry and abstract algebra. Students can explore the...

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Combing: The Hair of a Hairy Ball?. Geometry with the Hairy Ball Theorem: A Practical Proposal for Bringing the Sphere into the Mathematics Classroom

This research article addresses the application of the Hairy Ball Theorem in the teaching of geometry, proposing a practical activity to bring the concept of the sphere closer to the students. The Hairy Ball Theorem states that it is always possible to comb the hair of a hairy ball without leaving any unruly strands. This interesting topological pr...

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Proton Polarization, Quark-Gluon Plasma and an Atom Model

The article deals with experiments performed at the National Laboratory named after. Jefferson, associated with elastic and inelastic collisions of the proton nucleus by an electron beam with an energy of 4.56 GeV. It has been experimentally proved that the local maximum found near 33 GeV during the polarization of protons by an electron flow is as...

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