Abstract
Considering the main case of elimination theory a formula of Jouanolou relating the anisotropic resultant to the classical resultant is generalized to the case of strict admissibility in the sense of Scheja and Storch.
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References
Bourbaki N.: Commutative Algebra. Hermann, Paris (1972)
Friedlander J.B., Halperin S.: An arithmetic characterization of the rational homotopy groups of certain spaces. Invent. Math. 53, 117–133 (1979)
Hauschild, V.: Discriminants, Resultants and a Conjecture of S. Halperin Jahresbericht der Deutschen Mathematiker Vereinigung 104, Band 2002, Heft 1, 26–47
Jouanolou J.P.: Le formalisme du résultant. Adv. Math. 90, 117–263 (1991)
Scheja G., Storch U.: On regular sequences of binomials. Manuscr. Math. 98, 115–132 (1999)
Scheja G., Storch U.: Regular Sequences and Resultants, Research Notes in Mathematics, vol. 8. A. K. Peters, Natick (2001)
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Hauschild, V. An observation on the anisotropic resultant. manuscripta math. 131, 37–41 (2010). https://doi.org/10.1007/s00229-009-0312-1
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DOI: https://doi.org/10.1007/s00229-009-0312-1