A resultant theory for ordinary algebraic differential equations

Author:

Carra' Ferro Giuseppa

Publisher

Springer Berlin Heidelberg

Reference21 articles.

1. Berkovich, L., Tsirulik, V.:Differential resultants and some of their applications. Differential Equations. Plenum Publ. Corp. Vol. 22 No.5 (1986) 750–757

2. Boulier, F., Lazard, D., Ollivier, F., Petitot, M.: Representation for the radical of a finitely generated differential ideal. Proceedings of ISSAC95 (1995) 158–166

3. Carra'-Ferro, G.: A Resultant Theory for Systems of Linear Partial Differential Equations. Proceedings of Modern Group Analysys. Lie Groups and their Applications. vol. 1 (1994) 47–55

4. Carra'-Ferro, G.: A Resultant Theory for the Systems of Two Ordinary Algebraic Differential Equations, to appear in Applicable Algebra in Engineering, Communication and Computing. Springer-Verlag.(1995)

5. Chardin, M.: Differential Resultant and Subresultant. Proceedings of Fundamentals of Computation Theory. Budach L. (ed.). Lec. Notes in Comp. Sci. 529 (1991) 180–189

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