Counting non-isomorphic generalized hamilton quaternions jos´e mar´ıa grau, celino miguel and antonio m. oller-marc´en

HIGHLIGHTS

• who: Finite local ring and colleagues from the (UNIVERSITY) have published the research: COUNTING NON-ISOMORPHIC GENERALIZED HAMILTON QUATERNIONS Jos´e Mar´ıa Grau, Celino Miguel and Antonio M. Oller-Marc´en, in the Journal: (JOURNAL)

SUMMARY

The authors obtain an associative unital ring that will be denoted by a,b R and that the authors call ring of generalized Hamilton quaternions over R. If both a and b are units and the underlying ring R is a field F of characteristic different from 2, the structure of the corresponding quaternion algebra is . . .

 



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