from your definition,
-&% b. _1 NB. inverse exists
%@-
then
-&% (+: &.) 2 3 NB. seems to be what you want?
1 1.5
-&% (+: &) 2 3
_1 _0.67
but
(- %) b. _1 NB. dyadic verbs don't have inverses
|domain error
you can assign an inverse to a dyadic verb and then
dinv =: 2 : '[ (v i
Okay, I’ll think through if and how this may generalize to
• dyadic uses (I think I had applications for that, too)
• and hooks (any sane interpretation? – I don’t remember a use case)
and then write up a rfi or enhancement proposal or whatever.
Thanks,
Hauke
Am 18.12.21 um 04:43 schrieb Henry
At first look this seems reasonable. Can you add it to the GitHub
issues list?
Henry Rich
On 12/17/2021 10:17 PM, Hauke Rehr wrote:
I’ll have to take some time digesting Pascal’s recent
treatments of the modifier trains topic.
Maybe I’ll get stuck and maybe I won’t dare tell
you about my poi
the naming scheme is
the single numbered modifiers are adverbs that return conjunctions. The number
is which position in (v0 v1 v2) the adverb u parameter is.
the double numbered modifiers are conjunctions that return an adverb. The 2
numbers in their name also refer to (v0 v1 v2) left numbe
I’ll have to take some time digesting Pascal’s recent
treatments of the modifier trains topic.
Maybe I’ll get stuck and maybe I won’t dare tell
you about my point of view for I used them too little.
But there is one thing related to two very useful conjunctions:
Under and Assign Obverse
in combi
But wait, there's more...
For example:
F12b=: {{u`v`}}`:6
The name is completely arbitrary (since I do not understand your
F0..F12 naming scheme). But the behavior of F12b is like the behavior
of F0 and/or F02.
FYI,
--
Raul
On Fri, Dec 17, 2021 at 9:45 PM 'Pascal Jasmin' via Programming
J has gotten some powerful tools in 903 for making compound modifiers
(modifiers that return other modifiers) and some interesting parentheses
eliminations
The following 6 modifiers create forks. The 3 Fm ones are adverbs that return
conjunction when n indicates the fork tine that is fixed by
Hi Eric,
thanks to you and the whole Jsoftware team for the new release! It
seems to work flawlessly on my linux machine and I'm excited to study
the tacit modifiers during the holidays.
Thanks again!
Regards,
Thomas
Am Fr., 17. Dez. 2021 um 17:02 Uhr schrieb Eric Iverson
:
>
> J903-release-a
J903-release-a is available in the zip installers at the Jsoftware web site.
Windows All-in-One, Debian, and apk installers will be available shortly.
It has been a long and productive year of beta releases and we now have a
stable 903 release!
You can't just upgrade the JE as you did during the
