[seqfan] Re: Possible other integer sequences for Šindel sequences?

[Frank Adams-watters]

I'm wondering about precedence here. Most of the documents on line that I've been able to find referring to primitive Šindel sequences (as these are known in the literature), I have not been able to find a date for. The ones I have seen are dated later than my contributions, although in one case only by 4 months. In the unlikely event that my contributions precede any reference to such sequences, I'm wondering if I can claim precedence for them. (The basic Šindel sequence, the one used for the actual clock, of course goes back much further.)

To generalize this question: Does adding a sequence to the OEIS with appropriate discussion constitute publication?

If it does (or should), how do we convince the mathematical community? (Assuming they are not already convinced.)

Franklin T. Adams-Watters


-----Original Message-----
From: C.R. Drost <c.r.drost at gmail.com>
To: seqfan <seqfan at list.seqfan.eu>
Sent: Thu, Sep 19, 2019 10:08 pm
Subject: [seqfan]	Possible other integer sequences for Šindel sequences?

Hi there!

I recently became interested in the Orloj sequence

https://oeis.org/A028355

which is really a sequence of decimal interpolations of sequences. There is
a nice paper linked about all of the other sequences than 1-2-3-4-3-2 that
have this remarkable property, like 1-2-2, where successive takes of the
repetition of the sequence can sum to the counting numbers,