Stefan Friedl of the University of Cologne writes with the news that he has gotten a Mathgen paper accepted by Journal of Algebra and Number Theory Academia. (Yes, that’s really the name of the journal; it was nominated for Clunkiest New Journal Title of 2010.)

Friedl’s masterpiece is entitled “On the uniqueness of prime, Jacobi functors”; you can read the manuscript (PDF). Its abstract:

Let $\delta^{(\Omega)} \le i$ be arbitrary. Every student is aware that every factor is independent. We show that $\bar{f}$ is co-trivial and extrinsic. In this context, the results of [32] are highly relevant. On the other hand, in [32], the authors address the reversibility of additive scalars under the additional assumption that there exists a compactly semi-Monge locally symmetric monodromy.

The anonymous referee’s report offers unqualified praise for this magnificent paper:

I have gone through the paper. It is a good paper. In my view the results obtained are original, new and interesting. This paper may trigger further research in the direction of work.

Clarity: This paper is well-written and well-presented.

Literature: The authors’ references to the literature seem adequate.

Interest: Readers of the journal will find this paper interesting.

Recommendation: I recommend that this paper be accepted for publication in the Journal for Algebra and Number Theory Academia.

Unlike Advances in Pure Mathematics, JANTA is not an open-access journal but is available only by subscription; current subscription rates are US$300 per year (6 issues). They do, however, require that the author pay an “article processing charge” of US$20 per page. Friedl also points out that JANTA is indexed by Zentralblatt, a well-respected review database.

Congratulations to Stefan for his successful work!

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