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Partial orders on \(C = D + Di\) and \(H = D + Di + Dj + Dk\)
2015
International Journal of Advanced Mathematical Sciences
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Let \(D\) be a totally ordered integral domain. We study partial orders on the rings \(C = D + Di\) and \(H = D + Di + Dj + Dk\), where \(i^{2} = j^{2} = k^{2} = -1\).
doi:10.14419/ijams.v3i2.4773
fatcat:xu7a2mv3djdd3d62puw6gccqt4