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- W144005013 abstract "Mixed number is the sum of a scalar and a vector. ii = jj = kk = 1 i.e. i2 = 1, j2 = 1, k2 = 1 and The quaternion can also be written as the sum of a scalar and a vector but the product of mixed numbers and the product ij=ik, jk=ii, ki=ij, ji=-ik, kj=-ii, ik of quaternions are different. Mixed product is better than the quaternion product because Mired product is directly = - ij where = .IC1)' consistent with Pauli matrix algebra and Dirac equation but the quaternion product is not directly consistent with Pauli Lemma 2: They have the following multiplication matrix algebra and Dirac equation. In this paper we have table represented the complete mathematical tools of mixed number algebra, and shown its potential value with actiral examples." @default.
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- W144005013 date "2004-04-21" @default.
- W144005013 modified "2023-09-23" @default.
- W144005013 title "Mathematical tools of mixed number algebra" @default.
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