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Cocentroidal Matrices in JS Metric Space

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  • Sweta Shah
  • Pradeep Jha

Abstract

In this note we attempt unfold gates of a classical unit – Cocentroidal Matrices. Its fundamental structure is in but in this note we deal in. If not linearly dependent then a unique plane contains all the three column vector points corresponding to a matrix. We, after defining the notion of centroid of a matrix and distance between two matrices, search for an infinite set of matrices so that all of them (1) lie on the same plane in (2) correspond to unique centroid. [* The basic matrix is called a root matrix.] The members of the set exhibit many characteristics that parallel to some of those of Euclidean geometry and to also of topological space.

Suggested Citation

  • Sweta Shah & Pradeep Jha, 2018. "Cocentroidal Matrices in JS Metric Space," International Journal of Scientific Research in Science, Engineering and Technology, International Journal of Scientific Research in Science, Engineering and Technology, vol. 4(5), pages 07-10, April.
    • Handle: RePEc:ijs:ijsrse:v4:y2018:i5:id:has002
    Note: Article URL: https://ijsrset.com/AS002
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