AUTHOR AND 
BAKSHI OM PRAKASH SINHA (bakshi.op@gmail.com) 
KEYWORDS: 
Multiplicative matrix form, Circulant matrix, Triangular matrix, Upper triangular matrix, Lower triangular matrix, Hadamart product 
Issue Date: 
October, 2017 
Pages: 
418426 
ISSN: 
23198044 (Online) – 2231346X (Print) 
Source: 
Vol.29 – No.10 
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DOI: 
http://dx.doi.org/10.22147/juspsA/291002 
ABSTRACT:
In this chapter we investigate n x n matrix M which is in multiplicative matrix form. This is a quite new concept. A theorem is given to construct an infinite number of matrices M in multiplicative matrix form of different order even if matrix A has only two entries a & b taken alternatively in its first row or first column with examples.
Copy the following to cite this Article:
B. O. P. Sinha; N. Prasad, “Construction of Matrix in Multiplicative Matrix form”, Journal of Ultra Scientist of Physical Sciences, Volume 29, Issue 10, Page Number 418426, 2017
Copy the following to cite this URL:
B. O. P. Sinha; N. Prasad, “Construction of Matrix in Multiplicative Matrix form”, Journal of Ultra Scientist of Physical Sciences, Volume 29, Issue 10, Page Number 418426, 2017
Available from: http://www.ultrascientist.org/paper/850/constructionofmatrixinmultiplicativematrixform
In this chapter we investigate n x n matrix M which is in multiplicative matrix form. This is a quite new concept. A theorem is given to construct an infinite number of matrices M in multiplicative matrix form of different order even if matrix A has only two entries a & b taken alternatively in its first row or first column with examples.