16-11-2022, 11:21 PM
(16-11-2022, 03:09 PM)pfeaster Wrote: You are not allowed to view links. Register or Login to view.Take [cheey], which has 133 tokens in its gallows-less form. If we limit ourselves to discrete words, we have:
[kcheey] 3 and [tcheey] 6
[cKheey] 10 and [cTheey] 13
[chkeey] 13 and [chteey] 1
[chekey] 5 and [chetey] 4
[cheeky] 21 and [cheety] 3
*[cheeyk] 0 and *[cheeyt] 0
The only place in [cheey] where we never find a gallows inserted to form a discrete word is at the very end.
That is a very interesting observation indeed. I believe what is happening here is actually a combination of two things:
a) the mystery of the intruding gallows
b) the behaviour of Eva-e "glue-on"s
This is of course not an explanation. It is a split of one mystery into two mysteries.
Why do all of kch, ckh and chk exist? What sort of combination is the intruding gallows? I have no idea.
Here, I use the term Eva-e "glue-on" to describe the fact that Eva-e can appear immediately after ch, sh, k and t, and both the versions without the "e" and with the "e" are valid words (at least in most cases, presumably).
(It can also be glued on to ckh and cth)
Words starting "cho" can have the "ch" removed and the result is still valid.
This is not true for words starting "che", so that is why I use the term "glue".
Back to your list, if one removes the "e"s, it becomes much shorter:
kchy
ckhy
chky
also in this case, chyk as a word is not allowed.
In your list, it is also possible to remove just one of the two "e"s, and still have valid words.
This "e" glue-on should also explain provide a model for Emma's observation in case there is an "o" involved as well.
While I have some ideas what this "e" glue-on is doing, I am not convinced by any of them. It is just another piece of the puzzle waiting to be assembled.