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devel / comp.theory / mP FORMAL PROOF

SubjectAuthor
o mP FORMAL PROOFGraham Cooper

1
mP FORMAL PROOF

<3c6c8b97-b24b-40ad-ac55-b7ef911d59ben@googlegroups.com>

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https://www.novabbs.com/devel/article-flat.php?id=47190&group=comp.theory#47190

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Subject: mP FORMAL PROOF
From: grahamco...@gmail.com (Graham Cooper)
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 by: Graham Cooper - Tue, 9 May 2023 16:04 UTC

------ 1 0/0 -----
query :- tru [ ad [ s 0 ] [ s 0 ] ANS ]
------------
---------- BEGIN 1 ---------
tru [ ad [ s 0 ] [ s 0 ] ANS ]
1>>> R = [ ad [ s 0 ] [ s 0 ] ANS ]

------ 2 0/0 -----
tru R :- fact R
------------
---------- BEGIN 2 ---------
fact R
1> R = [ ad [ s 0 ] [ s 0 ] ANS ]
2>>> X = [ s 0 ]
NOT FOUND

****** 2 ******
R = [ ad [ s 0 ] [ s 0 ] ANS ] X = [ s 0 ]
****************

PROGRAM 2

------ 3 1/1 -----
tru R :- if L R tru L
------------
---------- BEGIN 3 ---------
if L R
2> R = [ ad [ s 0 ] [ s 0 ] ANS ]
3>> L = [ ad A [ s B ] C ]
3>>> A = 0
3>>> B = [ s 0 ]
3>> ANS = C
---------- BEGIN 4 ---------
tru L
3> L = [ ad A [ s B ] C ]
[ ad A [ s B ] C ]-->[ ad 0 [ s B ] C ]
4>>> R = [ ad 0 [ s B ] C ]

------ 5 0/0 -----
tru R :- fact R
------------
---------- BEGIN 5 ---------
fact R
4> R = [ ad 0 [ s B ] C ]
5>>> X = 0
NOT FOUND

****** 5 ******
R = [ ad 0 [ s B ] C ] X = 0
****************

PROGRAM 2

------ 6 1/1 -----
tru R :- if L R tru L
------------
---------- BEGIN 6 ---------
if L R
5> R = [ ad 0 [ s B ] C ]
6>> L = [ ad A [ s B ] C ]
NOT FOUND

****** 6 ******
R = [ ad 0 [ s B ] C ] L = [ ad A [ s B ] C ]
****************
NOT FOUND
BACKTRACK

6> L = [ ad A [ s B ] C ]
NOT FOUND

****** 3 ******
R = [ ad [ s 0 ] [ s 0 ] ANS ] L = [ ad A [ s B ] C ] A = 0 B = [ s 0 ] ANS = C
****************
NOT FOUND

NO

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