Equivalence Relation with respect to Linear Maps

Authors

  • J. Arul Joy,J.R.V. Edward

Keywords:

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Abstract

Semi vector spaces are algebraic structures analogous to vector spaces with the basefields replaced by semifields. Corresponding to each linear map between two semi vector spaces, we may associate an equivalence relation. The equivalence classes corresponding to this
equivalence relation have close connection with the nature of the associated linear map.

References

I.N. Herstein- Topics in Algebra. Wiley Eastern Limited,(1975).

Kaplemsky, Irving – Fields and Rings. University of Chicago , (1972).

Walter Rudin - Functional Analysis. Tata McGraw Hill (New Delhi), (2011).

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Published

2024-02-11

How to Cite

J. Arul Joy,J.R.V. Edward. (2024). Equivalence Relation with respect to Linear Maps . Journal of Computational Analysis and Applications (JoCAAA), 33(2), 1189–1196. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/2204

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