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On Closed forms and Polar forms


     

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In the paper ' On the Rank of the Double-binary Form' (Proceedings of the London Mathematical Society, Series 3, Vol..94, Part 2, p. 83), the rank of an (m. n) form

axbyn, was defined as the rank of the matrix of m + 1 rows and n + I columns, formed by its co-efficients.


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  • On Closed forms and Polar forms

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In the paper ' On the Rank of the Double-binary Form' (Proceedings of the London Mathematical Society, Series 3, Vol..94, Part 2, p. 83), the rank of an (m. n) form

axbyn, was defined as the rank of the matrix of m + 1 rows and n + I columns, formed by its co-efficients.