Joss-reviews: [PRE REVIEW]: quhomology: Calculation of Homology of Quandles, Racks, Biquandles and Biracks

Created on 2 May 2018  ยท  22Comments  ยท  Source: openjournals/joss-reviews

Submitting author: @ansgarwenzel (Ansgar Wenzel)
Repository: https://github.com/ansgarwenzel/quhomology
Version: 1.1.0
Editor: Pending
Reviewer: Pending

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Thanks for submitting your paper to JOSS @ansgarwenzel. The JOSS editor (shown at the top of this issue) will work with you on this issue to find a reviewer for your submission before creating the main review issue.

@ansgarwenzel if you have any suggestions for potential reviewers then please mention them here in this thread. In addition, this list of people have already agreed to review for JOSS and may be suitable for this submission.

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Most helpful comment

Before we start the review, I would like a response from the authors on my question from 22 days ago:

justify how this submission is set apart from the JORS paper, and confirm that we're not looking at duplicate publication of the same work

All 22 comments

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Attempting PDF compilation. Reticulating splines etc...

:wave: @karthik - would you be willing to edit this submission for JOSS?

@arfon sure

@whedon assign @karthik as editor

OK, the editor is @karthik

๐Ÿ‘‹ @karthik - any chance we can assign some reviewers to get this moving along?

@arfon Several declines, have approached more folks.

@arfon Im not able to find anyone to review this. @ansgarwenzel do you have any suggestions?

@karthik
I will think about it and ask around. It*s not the easiest, being at the intersection of package and algebraic knot theory

@ansgarwenzel It's been very hard at my end as well. I'll keep looking but if you have any potential users in mind (without any conflicts of interest) please suggest names/github handles.

Anton Akhmerov (@akhmerov) may have relevant background to review this --- ๐Ÿ‘‹ Anton: have you reviewed for JOSS? Would you consider helping out with this submission? Have a look at the JOSS review process and let us know what you think!

@labarba thanks for the invitation, but unfortunately this is too far
outside of my domain that I don't feel knowledgeable enough to review even
the basic domain-specific aspects.

On Wed, Dec 26, 2018, 14:22 Lorena A. Barba <[email protected] wrote:

Anton Akhmerov (@akhmerov https://github.com/akhmerov) may have
relevant background to review this --- ๐Ÿ‘‹ Anton: have you reviewed for
JOSS? Would you consider helping out with this submission? Have a look at
the JOSS review process
https://joss.readthedocs.io/en/latest/reviewer_guidelines.html and let
us know what you think!

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Thanks, Anton! I believe I read "homology" and thought "topology" ๐Ÿ˜ฌ

๐Ÿ‘‹ @ansgarwenzel Since you already published a Software Metapaper in JORS, would this submission (if accepted) amount to a duplicate publication of the same work?
https://openresearchsoftware.metajnl.com/articles/10.5334/jors.53/

We haven't heard from you in a while, @ansgarwenzel โ€” If you still want us to go ahead with assigning an editor and looking for reviewers, I would ask that you justify how this submission is set apart from the JORS paper, and confirm that we're not looking at duplicate publication of the same work. Thanks!

@karthik I could review this given a bit of time. I've spent some time thinking about de Rham cohomology and it seems that the core of the project is an adaptation of Gaussian elimination (which I have definitely spent some time thinking about!).

Hi @karthik. I can review this if you would like.

Before we start the review, I would like a response from the authors on my question from 22 days ago:

justify how this submission is set apart from the JORS paper, and confirm that we're not looking at duplicate publication of the same work

Since the authors have not responded to my query, I will mark this as "paused" for now โ€” ping @openjournals/joss-eics to continue in consideration.

Hello, @ansgarwenzel โ€” We had a discussion in the editorial board about your submission, and decided that publication in JOSS here would indeed constitute a duplicate publication, and the submission should be withdrawn.

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