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  Published Paper Details:

  Paper Title

MODULAR ARITHMETIC, GALOIS`S FIELDS AND VECTOR SPACE COMPONENTS AND THEIR PARTIAL RELATION TO GRAPH THEORY.

  Authors

  Fakhruddin Khan

  Keywords

Modular Arithmetic, Galois Field GF(2), Vector Space, Euclidean Space, Basis Vector

  Abstract


In this paper I have worked to provide an introduction to the Modular arithmetic, Galois field and Vector space components and its relation to graph theory. Graph theory is an area of mathematics where modular arithmetic and vector space components are used for undirected graph. Vector and vector space discussed in the two-dimensional Euclidean space. The concept of representing vectors is now extended to representation of k- dimensional space by means of an ordered k-tuple. Vector space associated with graph and total number of sub-graphs are discussed in relation to their edges. Linearly dependent and independent vectors are also explained following an example.

  IJCRT's Publication Details

  Unique Identification Number - IJCRT2011328

  Paper ID - 201058

  Page Number(s) - 2840-2847

  Pubished in - Volume 8 | Issue 11 | November 2020

  DOI (Digital Object Identifier) -   

  Publisher Name - IJCRT | www.ijcrt.org | ISSN : 2320-2882

  E-ISSN Number - 2320-2882

  Cite this article

  Fakhruddin Khan,   "MODULAR ARITHMETIC, GALOIS`S FIELDS AND VECTOR SPACE COMPONENTS AND THEIR PARTIAL RELATION TO GRAPH THEORY.", International Journal of Creative Research Thoughts (IJCRT), ISSN:2320-2882, Volume.8, Issue 11, pp.2840-2847, November 2020, Available at :http://www.ijcrt.org/papers/IJCRT2011328.pdf

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ISSN: 2320-2882
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Journal Starting Year (ESTD) : 2013
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ISSN and 7.97 Impact Factor Details


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ISSN
ISSN: 2320-2882
Impact Factor: 7.97 and ISSN APPROVED
Journal Starting Year (ESTD) : 2013
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