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On Semi-Discriminants of Ternary Forms

1911
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Transactions of the American Mathematical Society
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Introduction. It is well known that the number of independent conditional relations which must exist among the coefficients of a ternary form of order m in order that it should be factorable into linear factors, distinct term for term, is Jm(m -1). Several writers, f among them Brill, and Gordan, have published methods for the determination of such sets of relations. Their results are, as a rule, expressed in the form of a covariant, the identical vanishing of which gives necessary and

doi:10.2307/1988673
fatcat:5ayjmecw4fhu3iyinnvbfnlqmi