Abstract
We use elementary linear algebra to explicitly calculate a basis for, and the dimension of, the space of degree-three covariants for a binary form of arbitrary degree. We also give an explicit basis for the subspace of covariants complementary to the space of degree-three reducible covariants.
Citation
Thomas Hagedorn. Glen Wilson. "Symbolic computation of degree-three covariants for a binary form." Involve 2 (5) 511 - 532, 2009. https://doi.org/10.2140/involve.2009.2.511
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