by veryveryold on 1/28/25, 10:41 PM with 1 comments
0: :- (+-)
0 -: (0: 0)
0 -: (0: 7)
1: :- (*%)
]: :- (+0:)
]: :- (*1:)
]: :- ] + 0:
]: :- ] * 1:
1 -: 1 1 1 = 2 2 2 = 2 2 2
10 = 2*1+4
0: -: 0: + 0:
1: -: 0: + 1:
+: -: ] + ]
*: -: ] * ]
(],[) -: ([,])~
+: -: +~
*: -: *~
> -: <~
< -: >~
1: -: =~
*~ -: ] * ]
0: -: -~
] -: (]])
10 3 = 3 (] , [) 10
3&* -: (* 3:)
%&3 -: (% 3:)
10 20 30 10 20 30 -: ,~ 10 20 30
14 49 0 1 -: (+:,*:,0:,1:) 7
A simple test:
test =: (],[) -: ([,])~
10 test 20
1I wonder if some LLM or intelligent person could guess what those symbols and identities mean given a large list of identities.
Spoiler: 0: :- (+-) .NB for all x, 0 = x + (-x) 1: :- (%) .NB for all x, 1 = x (1/x) ]: :- (+0:) .NB for all x, x = x + 0 4 -: #'long' 'f' -: {. 'first' 't' -: {: 'last' 'wd' -: ({.,{:) 'word'
by Pompidou on 2/6/25, 11:00 AM
For instance :
(],[) -: ([,])~
(],[) Appends right and left term while ([,])~ append left and right term after arguments order inversion.