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Abstract

The conclusions of the Algebra and Number Theory course "Algebra of Quaternions" are highlighted as a result of a perfect and careful study of the topic, in the process of studying this topic, getting more detailed information about polynomials and information about the use of the quaternion method in algebraic examples. information provided.

Keywords

Natural numbers integers rational numbers

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This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

How to Cite
Akramkhujayeva Gulirano, & Normatov Adhamjon. (2023). Algebra of Quaternions. Journal of Pedagogical Inventions and Practices, 21, 53–58. Retrieved from https://zienjournals.com/index.php/jpip/article/view/4165

References

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  2. Du Val, P. Homographies, Quaternions, and Rotations. Oxford, England: Oxford University Press, 1964.
  3. Nazarov.R.N Algebra and number theory T, Teacher. Q1 1993, Q2 1995
  4. Yunusova D.I. and others "Algebra and number theory" textbook. T, Knowledge. 2009
  5. H. Mahmudov. Practical exercises in algebra and number theory.
  6. Algebra and number theory part 1. Methodical guide. I. Allakov

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