dskigin 0 Posted November 25, 2021 Report Share Posted November 25, 2021 Dear all, For my maths IA I have derived my own mathematical proof of Rothe's formulas for the generation of involution numbers. I did not seem to find any such proofs online, I only found the formulas themselves; I came up with a method for both the summation formula and the recurrence relation, however I am also planning on extending this to applications in group theory and coming up with the exponential generating function. Does anyone know if I would be able to publish this in some small journal? I got the green light in terms of copyright. Thank you! Reply Link to post Share on other sites

Athenaloveslemon 0 Posted November 25, 2021 Report Share Posted November 25, 2021 28 minutes ago, dskigin said: Dear all, For my maths IA I have derived my own mathematical proof of Rothe's formulas for the generation of involution numbers. I did not seem to find any such proofs online, I only found the formulas themselves; I came up with a method for both the summation formula and the recurrence relation, however I am also planning on extending this to applications in group theory and coming up with the exponential generating function. Does anyone know if I would be able to publish this in some small journal? I got the green light in terms of copyright. Thank you! Dear you, Most certainly. lt's your work. If you would like. You can check the following websites. These websites can help you find which journal can easily take publish your work. https://beckerguides.wustl.edu/c.php?g=648201&p=4545487 https://authorservices.taylorandfrancis.com/publishing-your-research/choosing-a-journal/journal-suggester/ https://jane.biosemantics.org/ Hope this helps!!!! Reply Link to post Share on other sites

dskigin 0 Posted November 25, 2021 Author Report Share Posted November 25, 2021 3 hours ago, Athenaloveslemon said: Dear you, Most certainly. lt's your work. If you would like. You can check the following websites. These websites can help you find which journal can easily take publish your work. https://beckerguides.wustl.edu/c.php?g=648201&p=4545487 https://authorservices.taylorandfrancis.com/publishing-your-research/choosing-a-journal/journal-suggester/ https://jane.biosemantics.org/ Hope this helps!!!! Excellent, thank you so much! Reply Link to post Share on other sites

Athenaloveslemon 0 Posted November 25, 2021 Report Share Posted November 25, 2021 2 hours ago, dskigin said: Excellent, thank you so much! My pleasure Reply Link to post Share on other sites

MathEEmoment 9 Posted November 29, 2021 Report Share Posted November 29, 2021 Wow, good job! Reply Link to post Share on other sites

Moonligh 0 Posted July 18 Report Share Posted July 18 On 11/25/2021 at 10:00 PM, dskigin said: Dear all, For my maths IA I have derived my own mathematical proof of Rothe's formulas for the generation of involution numbers. I did not seem to find any such proofs online, I only found the formulas themselves; I came up with a method for both the summation formula and the recurrence relation, however I am also planning on extending this to applications in group theory and coming up with the exponential generating function. Does anyone know if I would be able to publish this in some small journal? I got the green light in terms of copyright. Thank you! Hi, I plan to do my IA on the same topic as well. Do you mind sharing yours with me just for my reference? It would be great help! Reply Link to post Share on other sites

## Recommended Posts

## Join the conversation

You can post now and register later. If you have an account, sign in now to post with your account.