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Jacob Theisen
Algoritmer og datastrukturer
Commits
466eb4d7
Commit
466eb4d7
authored
3 years ago
by
Jacob Theisen
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fiks ov6
parent
d8da3841
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ov6/L7g2
+101
-0
101 additions, 0 deletions
ov6/L7g2
ov6/fil.txt
+1
-2
1 addition, 2 deletions
ov6/fil.txt
ov6/ts.py
+48
-63
48 additions, 63 deletions
ov6/ts.py
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65 deletions
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ov6/fil.txt
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...
@@ -10,4 +10,3 @@
...
@@ -10,4 +10,3 @@
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ov6/ts.py
+
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−
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466eb4d7
#prep and read file
#prep and read file
with
open
(
"
./fil.txt
"
)
as
file
:
with
open
(
"
./fil.txt
"
)
as
file
:
node_file_unsplit
=
file
.
read
()
node_file_unsplit
=
file
.
read
()
...
@@ -10,81 +11,65 @@ node_file.pop(0) and node_file.pop(0)
...
@@ -10,81 +11,65 @@ node_file.pop(0) and node_file.pop(0)
#prep done
#prep done
class
Con
(
object
):
def
__init__
(
self
,
node
,
to_node
):
self
.
node
=
node
self
.
to_node
=
to_node
class
NodeTable
(
object
):
class
NodeTable
(
object
):
def
__init__
(
self
):
def
__init__
(
self
):
self
.
all_cons
=
[]
self
.
all_cons
=
[]
self
.
queue
=
[]
self
.
finished_nodes
=
[]
self
.
finished_nodes
=
[]
def
add_all
(
self
,
con
):
def
add_all
(
self
,
node
,
to_node
):
self
.
all_cons
.
append
(
int
(
con
))
self
.
all_cons
.
append
(
Con
(
int
(
node
),
int
(
to_node
)
))
def
calculate
(
self
,
start
):
def
calculate
(
self
,
start
):
#add startvarable to queue
while
True
:
if
start
not
in
self
.
queue
:
#check if node is 'fra node', if so return this tuple, if not, return -1
self
.
queue
.
append
(
start
)
a
=
next
((
v
for
v
in
self
.
all_cons
if
v
.
node
==
start
),
-
1
)
#loop while still elements in queue
while
self
.
queue
:
node_alr_in_queue
=
0
node_alr_fini
=
0
#check if there is matching elemtens with the startvariable , with even indexes,
#if so retrun this index, if not, return -1
a
=
next
((
i
for
i
,
v
in
enumerate
(
self
.
all_cons
)
if
(
i
%
2
==
0
and
v
==
start
)),
-
1
)
if
a
==
-
1
:
if
a
==
-
1
:
#if no matching elements and first element in queue
#check if node is 'til node', if so return tuple, if not return -1
if
start
==
self
.
queue
[
0
]:
b
=
next
((
v
for
v
in
self
.
all_cons
if
v
.
to_node
==
start
),
-
1
)
#check if there is matching elemtens with the startvariable, with odd indexes,
#if so retrun this index, if not, return -1
b
=
next
((
i
for
i
,
v
in
enumerate
(
self
.
all_cons
)
if
(
i
%
2
==
1
and
v
==
start
)),
-
1
)
if
b
==
-
1
:
if
b
==
-
1
:
#if no even or odd indexes mathing elemnts return finished array
#if not 'til node' and finished_nodes is not empty, means were on top of graph
if
self
.
finished_nodes
:
#if theres still cons left, as sister on top of graph, add these to finished nodes
if
self
.
all_cons
:
for
i
in
self
.
all_cons
:
self
.
finished_nodes
.
insert
(
0
,
i
.
node
)
self
.
finished_nodes
.
insert
(
0
,
start
)
self
.
finished_nodes
.
insert
(
0
,
start
)
return
self
.
finished_nodes
#print result and exit program
#if odd index, pop conection between matching node and its neighbour,
print
(
self
.
finished_nodes
)
# and call function recursively on its neighbour
exit
()
elif
b
!=
-
1
:
#if not 'fra node' or 'til node', and finished array is empty, node is not in graph
self
.
all_cons
.
pop
(
b
)
else
:
self
.
all_cons
.
pop
(
b
-
1
)
raise
(
ValueError
(
"
Node is not in graph??
"
))
self
.
calculate
(
b
)
#if 'til node' insert node to finished node, remove con from all_cons and call function on parent node
#if no matching elemens and not first element in queue, add node to finished nodes array
else
:
#pop queue and jump to its parent(last element in queue after pop)
if
start
!=
self
.
queue
[
0
]
and
a
==
-
1
:
print
(
self
.
queue
)
print
(
"
fini
"
,
self
.
finished_nodes
)
self
.
finished_nodes
.
insert
(
0
,
start
)
self
.
finished_nodes
.
insert
(
0
,
start
)
self
.
queue
.
pop
()
self
.
all_cons
.
remove
(
b
)
self
.
calculate
(
self
.
queue
[
len
(
self
.
queue
)
-
2
])
nt
.
calculate
(
b
.
node
)
#if matching element
#if 'fra node'
elif
a
!=
-
1
:
else
:
neighbour
=
self
.
all_cons
[
a
+
1
]
#if not finished call func calculate on child
#if already in queue
if
a
.
to_node
not
in
self
.
finished_nodes
:
for
i
in
self
.
queue
:
nt
.
calculate
(
a
.
to_node
)
if
neighbour
==
i
:
#if finished, remove con from all_cons
node_alr_in_queue
=
1
else
:
#if already finished
self
.
all_cons
.
remove
(
a
)
for
j
in
self
.
finished_nodes
:
if
neighbour
==
j
:
node_alr_fini
=
1
#if not in queue and not finished, pop conection between node and neighbour and call function recursively
#on neighbour
if
node_alr_fini
==
0
and
node_alr_in_queue
==
0
:
#print(self.all_cons[a], self.all_cons[a+1])
self
.
all_cons
.
pop
(
a
)
self
.
all_cons
.
pop
(
a
)
self
.
calculate
(
neighbour
)
#if already in queue or finished, pop conection
elif
node_alr_fini
==
1
or
node_alr_in_queue
==
1
:
self
.
all_cons
.
pop
(
a
)
self
.
all_cons
.
pop
(
a
)
return
self
.
finished_nodes
#init things
#init things
nt
=
NodeTable
()
nt
=
NodeTable
()
for
e
in
node_file
:
for
i
in
range
(
0
,
len
(
node_file
),
2
)
:
nt
.
add_all
(
e
)
nt
.
add_all
(
node_file
[
i
],
node_file
[
i
+
1
]
)
start_node
=
int
(
input
(
"
Startnode:
"
))
start_node
=
int
(
input
(
"
Startnode:
"
))
a
=
nt
.
calculate
(
start_node
)
try
:
#print result
nt
.
calculate
(
start_node
)
print
(
a
)
#if recursion error, the graph probably contains a cycle
\ No newline at end of file
except
RecursionError
as
re
:
print
(
re
)
print
(
"
Recursionerror! Does the graph contain a cycle?
"
)
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