El Teorema de De Rham-Saito
Keywords:
1-forms, zero divisors, depth, localizationAbstract
The theorem of De Rham-Saito is a generalization of a lemma due to De Rham [3], which was announced and used in [7] by Kyoji Saito, as noproof of this theorem was available, Le Dung Trang encouraged to Saito to publish the proof that can be seen in [8], which indirectly encourages us to detail the proof in this article for the many applications it has,we highlight the Godbillon-Vey algorithm [4]; in the proof of Theorem classical Frobenius given in [2]; in [6] we see some interesting applications, in the proof of Frobenius theorem with singularities [5]. In [1] we givefull details of the proof given by Moussu and Rolin.Downloads
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Published
2012-03-05
How to Cite
Apaza Nuñez, D. J. (2012). El Teorema de De Rham-Saito. Pro Mathematica, 26(51-52), 49–74. Retrieved from https://revistas.pucp.edu.pe/index.php/promathematica/article/view/8536
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