on gaussian balancing and gaussian cobalancing quaternions
on gaussian balancing and gaussian cobalancing quaternions
In this paper, we present and study new kinds of sequence of quaternion numbers called as Gaussian Balancing and Gaussian Cobalancing Quaternions involving some interesting results, Binet formula and generating functions. We show matrix representations for these quaternions. Thus, we have carried the quaternions to the complex space. © MatDer.
- Pamukkale University Turkey
Matematik, 000, Balancing Numbers, Gaussian Balancing Quaternions, Gaussian Cobalancing Numbers, Gaussian Cobalancing Quaternions, gaussian balancing quaternions, Cobalancing Numbers, Balancing numbers;cobalancing numbers;gaussian balancingnumbers;gaussian cobalancing numbers;gaussian balancing quaternions;gaussian cobalancing quaternions;matrix representations, Mathematical Sciences, 620, gaussian cobalancing numbers, Matrix Representations, cobalancing numbers, gaussian cobalancing quaternions, matrix representations, Balancing numbers, Gaussian Balancing Numbers
Matematik, 000, Balancing Numbers, Gaussian Balancing Quaternions, Gaussian Cobalancing Numbers, Gaussian Cobalancing Quaternions, gaussian balancing quaternions, Cobalancing Numbers, Balancing numbers;cobalancing numbers;gaussian balancingnumbers;gaussian cobalancing numbers;gaussian balancing quaternions;gaussian cobalancing quaternions;matrix representations, Mathematical Sciences, 620, gaussian cobalancing numbers, Matrix Representations, cobalancing numbers, gaussian cobalancing quaternions, matrix representations, Balancing numbers, Gaussian Balancing Numbers
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