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- W2462956473 abstract "Hamilton has shown that if where α and β are given vectors, and A a given scalar, we have where m, m 1 , m 2 , are scalars depending only on φ . When the function φ is its own conjugate, i.e. , when ρ and σ being any vectors whatever, the vectors for which form in general a real and definite rectangular system. This, of course, may in particular cases degrade into one definite vector, and any pair of others perpendicular to it; and cases may occur in which the equation is satisfied for every vector." @default.
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- W2462956473 date "1869-01-01" @default.
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- W2462956473 title "3. Note on the Reality of the Roots of the Symbolical Cubic which expresses the Properties of a Self-conjugate Linear and Vector Function" @default.
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