Comments on: The Hasse derivative. http://math.fontein.de/2009/08/12/the-hasse-derivative/ Focussed on, but not limited to Computational Number Theory Mon, 19 Sep 2011 18:10:41 +0000 hourly 1 http://wordpress.org/?v=3.1 By: Felix Fontein http://math.fontein.de/2009/08/12/the-hasse-derivative/comment-page-1/#comment-59 Felix Fontein Fri, 02 Oct 2009 21:29:30 +0000 http://math.fontein.de/?p=277#comment-59 I wrote a first article on partial Hasse derivatives, which can be found <a href="http://math.fontein.de/2009/10/02/the-hasse-derivative-part-ii-multivariate-partial-hasse-derivatives/" rel="nofollow">here</a>. I wrote a first article on partial Hasse derivatives, which can be found here.

]]> By: Felix Fontein http://math.fontein.de/2009/08/12/the-hasse-derivative/comment-page-1/#comment-58 Felix Fontein Fri, 02 Oct 2009 18:05:28 +0000 http://math.fontein.de/?p=277#comment-58 Hi, sorry for not replying earlier, I was not available the last weeks. This sounds interesting, and I will write up something about that. Thanks for the suggestion! Maybe a question for you: are there other facts about (mixed partial) Hasse derivatives which you think are worth showing here? Hi, sorry for not replying earlier, I was not available the last weeks. This sounds interesting, and I will write up something about that. Thanks for the suggestion!
Maybe a question for you: are there other facts about (mixed partial) Hasse derivatives which you think are worth showing here?

]]> By: Alexey Maevskiy http://math.fontein.de/2009/08/12/the-hasse-derivative/comment-page-1/#comment-57 Alexey Maevskiy Tue, 22 Sep 2009 16:01:54 +0000 http://math.fontein.de/?p=277#comment-57 Hi! Perhaps it may be useful to place here some facts about mixed partial Hasse derivatives of polynomials from $R[x_1,\ldots,x_n]$. As for me I worked with polynomials from $R[x_1,x_2,x_3]$ and had to spend a lot of time proving some needed results on its Hasse derivatives. In particular, one of the popular fact is Taylor Formula. Hi! Perhaps it may be useful to place here some facts about mixed partial Hasse derivatives of polynomials from R[x_1,\ldots,x_n]. As for me I worked with polynomials from R[x_1,x_2,x_3] and had to spend a lot of time proving some needed results on its Hasse derivatives. In particular, one of the popular fact is Taylor Formula.

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