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Cours L3 Info
Projets Sudoku ARP
Commits
ee7cc9fe
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Commit
ee7cc9fe
authored
7 months ago
by
Lucas B
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Fin de l'amelioration
parent
ba0ddd2e
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2 changed files
grid/sudoku_7.txt
+9
-0
9 additions, 0 deletions
grid/sudoku_7.txt
sudoku.py
+32
-18
32 additions, 18 deletions
sudoku.py
with
41 additions
and
18 deletions
grid/sudoku_7.txt
0 → 100644
+
9
−
0
View file @
ee7cc9fe
0 0 5 0 0 0 9 6 0
0 6 0 3 0 0 0 2 0
0 9 0 0 0 0 0 0 0
1 0 8 0 0 0 0 0 7
0 0 0 0 0 2 0 0 3
0 0 0 8 0 0 5 0 0
0 0 0 2 6 9 0 0 0
4 0 0 0 5 0 0 0 0
5 7 0 0 3 0 0 0 0
This diff is collapsed.
Click to expand it.
sudoku.py
+
32
−
18
View file @
ee7cc9fe
...
...
@@ -84,8 +84,8 @@ class Sudoku_Problem:
def
initial_state
(
self
)
->
State
:
"""
Renvoie l’état initial
"""
file_path
=
self
.
choisir_fichier_au_hasard
(
"
grid
"
)
#
file_path = "grid/
test/
sudoku_7
5
.txt" # grille de test
#
file_path = self.choisir_fichier_au_hasard("grid")
file_path
=
"
grid/sudoku_7.txt
"
# grille de test
try
:
with
open
(
file_path
,
'
r
'
)
as
file
:
grid
=
[]
...
...
@@ -102,6 +102,10 @@ class Sudoku_Problem:
except
ValueError
:
assert
False
,
"
Invalid file format. Ensure the file contains a 9x9 grid of integers.
"
def
est_valide
(
self
,
state
:
State
,
action
:
Tuple
[
Tuple
[
int
,
int
],
int
])
->
bool
:
return
self
.
est_vide
(
state
,
action
)
and
self
.
accept_carre
(
state
,
action
)
and
self
.
accept_column
(
state
,
action
)
and
self
.
accept_row
(
state
,
action
)
def
est_vide
(
self
,
state
:
State
,
action
:
Tuple
[
Tuple
[
int
,
int
],
int
])
->
bool
:
return
state
.
grid
[
action
[
0
][
0
]][
action
[
0
][
1
]]
==
0
...
...
@@ -264,6 +268,7 @@ class Sudoku_Problem:
if
(
row
,
col
)
not
in
cells
and
state
.
grid
[
row
][
col
]
==
0
:
for
number
in
combined_notes
:
if
number
not
in
set
.
union
(
*
(
notes
[
cell
]
for
cell
in
cells
)):
if
self
.
est_valide
(
state
,
((
row
,
col
),
number
)):
actions_possible
.
append
(((
row
,
col
),
number
))
# Ajouter les solutions pour les singletons nus
...
...
@@ -271,6 +276,7 @@ class Sudoku_Problem:
for
cell
,
candidates
in
notes
.
items
():
if
len
(
candidates
)
==
1
:
number
=
candidates
.
pop
()
if
self
.
est_valide
(
state
,
(
cell
,
number
)):
actions_possible
.
append
((
cell
,
number
))
# Vérifier dans chaque ligne, colonne et bloc
...
...
@@ -322,14 +328,16 @@ class Sudoku_Problem:
if
candidate_size
==
1
:
for
number
in
numbers
:
for
position
in
candidate_positions
[
number
]:
if
self
.
est_valide
(
state
,
(
position
,
number
)):
actions_possible
.
append
((
position
,
number
))
else
:
# Retirer les autres candidats des cases partagées
for
position
in
combined_positions
:
row
,
col
=
position
possible_numbers
=
set
(
numbers
)
actions_possible
.
extend
([(
position
,
num
)
for
num
in
possible_numbers
])
for
number
in
possible_numbers
:
if
self
.
est_valide
(
state
,
(
position
,
number
)):
actions_possible
.
append
((
position
,
number
))
# Vérifier dans chaque ligne, colonne et bloc
for
i
in
range
(
state
.
N_ROWS
):
process_group
([(
i
,
j
)
for
j
in
range
(
state
.
N_COLS
)])
# Ligne
...
...
@@ -405,8 +413,10 @@ class Sudoku_Problem:
for
row
in
range
(
state
.
N_ROWS
):
if
row
not
in
(
row1
,
row2
):
if
state
.
grid
[
row
][
col1
]
==
0
:
if
self
.
est_valide
(
state
,
((
row
,
col1
),
number
)):
actions_possible
.
append
(((
row
,
col1
),
number
))
if
state
.
grid
[
row
][
col2
]
==
0
:
if
self
.
est_valide
(
state
,
((
row
,
col2
),
number
)):
actions_possible
.
append
(((
row
,
col2
),
number
))
return
actions_possible
...
...
@@ -441,8 +451,8 @@ class Sudoku_Problem:
shared_note
=
common_note
[
0
]
# Éliminer la note commune dans la case où les pinces se croisent
for
row
,
col
in
[(
r1
,
c2
),
(
r2
,
c1
)]:
if
state
.
grid
[
row
][
col
]
==
0
and
shared_note
in
self
.
get_candidates
(
state
,
row
,
col
):
if
state
.
grid
[
row
][
col
]
==
0
and
shared_note
in
self
.
get_candidates
(
state
,
row
,
col
):
if
self
.
est_valide
(
state
,
((
row
,
col
),
shared_note
)
):
actions_possible
.
append
(((
row
,
col
),
shared_note
))
return
actions_possible
...
...
@@ -477,6 +487,7 @@ class Sudoku_Problem:
if
row
not
in
row_combination
:
for
col
in
cols_involved
:
if
state
.
grid
[
row
][
col
]
==
0
:
if
self
.
est_valide
(
state
,
((
row
,
col
),
number
)):
actions_possible
.
append
(((
row
,
col
),
number
))
return
actions_possible
...
...
@@ -532,8 +543,11 @@ class Sudoku_Problem:
for
col
in
range
(
state
.
N_COLS
):
boolean
,
action
=
self
.
last_possible_number
(
state
,
(
row
,
col
))
if
boolean
:
if
self
.
est_vide
(
state
,
action
)
and
self
.
accept_carre
(
state
,
action
)
and
self
.
accept_column
(
state
,
action
)
and
self
.
accept_row
(
state
,
action
):
actions_possible
.
append
(
action
)
return
actions_possible
# Retour immédiat dès qu'une action est trouvée
else
:
return
[]
actions_possible
=
self
.
naked_candidates
(
state
,
1
)
if
actions_possible
:
...
...
@@ -659,7 +673,6 @@ class Node:
def
expand
(
self
,
problem
:
Sudoku_Problem
)
->
List
[
"
Node
"
]:
"""
Renvoie la liste des nœuds accessibles en une seule étape à partir de ce nœud.
"""
n
=
problem
.
actions
(
self
.
state
)
return
[
self
.
child_node
(
problem
,
action
)
for
action
in
problem
.
actions
(
self
.
state
)]
def
solution
(
self
)
->
List
[
Tuple
[
int
,
int
]]:
...
...
@@ -718,7 +731,7 @@ def depth_first_tree_search(problem):
for
nouveauNoeud
in
noeud
.
expand
(
problem
):
if
tuple
(
map
(
tuple
,
nouveauNoeud
.
state
.
grid
))
not
in
noeud_deja_vu
and
(
nouveauNoeud
not
in
noeud_a_traiter
):
noeud_a_traiter
.
append
(
nouveauNoeud
)
#
print(len(noeud_deja_vu), len(noeud_a_traiter))
print
(
len
(
noeud_deja_vu
),
len
(
noeud_a_traiter
))
print
(
"
aucune solution n
'
existe
"
)
...
...
@@ -729,11 +742,12 @@ knights_problem = Sudoku_Problem()
start
=
time
.
time
()
solution_node
=
depth_first_tree_search
(
knights_problem
)
end
=
time
.
time
()
"""
if solution_node:
for node in solution_node.path():
print(node)
else:
print
(
knights_problem
.
initial_state
())
print(knights_problem.initial_state())
"""
def
convertir_ms
(
ms
):
minutos
=
ms
//
60
# División entera para obtener los minutos
...
...
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