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math.RAJan 1, 2015
authors
  • Cristina Flaut
  • Diana Savin
arXiv abstractPDF
paper

Quaternion algebras and the generalized Fibonacci-Lucas quaternions

arXiv:1501.01772

Abstract

In this paper, we introduce the generalized Fibonacci-Lucas quaternions and we prove that the set of these elements is an order,in the sense of ring theory, of a quaternion algebra. Moreover, we investigate some properties of these elements.

References in corpus (2)

  • Some properties of the symbol algebras
  • Some examples of division symbol algebras of degree 3 and 5
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