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IPSL
LMD
InTro
RoutingPP
Commits
a2891cfc
Commit
a2891cfc
authored
4 years ago
by
Anthony
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Implementation of a more balanced partition
parent
ad5e0ade
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1 changed file
Partition.py
+76
-38
76 additions, 38 deletions
Partition.py
with
76 additions
and
38 deletions
Partition.py
+
76
−
38
View file @
a2891cfc
...
...
@@ -6,41 +6,65 @@ log_master, log_world = getargs.getLogger(__name__)
INFO
,
DEBUG
,
ERROR
=
log_master
.
info
,
log_master
.
debug
,
log_world
.
error
INFO_ALL
,
DEBUG_ALL
=
log_world
.
info
,
log_world
.
debug
#
def
halfpartition
(
partin
)
:
partout
=
[]
if
partin
[
0
][
"
nbi
"
]
>
partin
[
0
][
"
nbj
"
]
:
for
dom
in
partin
:
h
=
int
(
np
.
trunc
(
dom
[
"
nbi
"
]
/
2
))
partout
.
append
({
"
nbi
"
:
h
,
"
nbj
"
:
dom
[
"
nbj
"
],
"
istart
"
:
dom
[
"
istart
"
],
"
jstart
"
:
dom
[
"
jstart
"
]})
partout
.
append
({
"
nbi
"
:
dom
[
"
nbi
"
]
-
h
,
"
nbj
"
:
dom
[
"
nbj
"
],
"
istart
"
:
dom
[
"
istart
"
]
+
h
,
"
jstart
"
:
dom
[
"
jstart
"
]})
def
halfpartition
(
partin
,
land
)
:
"""
First partition of the domain
The domain with more land points is halved
"""
A
=
[
p
[
"
nbland
"
]
for
p
in
partin
]
i
=
np
.
argmax
(
A
)
partout
=
[]
partout
=
[
partin
[
k
]
for
k
in
range
(
len
(
partin
))
if
k
!=
i
]
dom
=
partin
[
i
]
if
dom
[
"
nbi
"
]
>
dom
[
"
nbj
"
]
:
hh
=
[
h
for
h
in
range
(
dom
[
"
nbi
"
])]
nb
=
np
.
array
([
np
.
ma
.
sum
(
np
.
ma
.
filled
(
land
[
dom
[
"
jstart
"
]:
dom
[
"
jstart
"
]
+
dom
[
"
nbj
"
],
dom
[
"
istart
"
]:
dom
[
"
istart
"
]
+
h
],
0
))
-
dom
[
'
nbland
'
]
/
2.
for
h
in
hh
])
i
=
np
.
nanargmin
(
np
.
abs
(
nb
))
new_dom
=
{
"
nbi
"
:
dom
[
"
nbi
"
]
-
hh
[
i
],
"
nbj
"
:
dom
[
"
nbj
"
],
\
"
istart
"
:
dom
[
"
istart
"
]
+
hh
[
i
],
"
jstart
"
:
dom
[
"
jstart
"
]}
dom
[
"
nbi
"
]
=
hh
[
i
]
else
:
for
dom
in
partin
:
h
=
int
(
np
.
trunc
(
dom
[
"
nbj
"
]
/
2
))
partout
.
append
({
"
nbi
"
:
dom
[
"
nbi
"
],
"
nbj
"
:
h
,
"
istart
"
:
dom
[
"
istart
"
],
"
jstart
"
:
dom
[
"
jstart
"
]})
partout
.
append
({
"
nbi
"
:
dom
[
"
nbi
"
],
"
nbj
"
:
dom
[
"
nbj
"
]
-
h
,
"
istart
"
:
dom
[
"
istart
"
],
"
jstart
"
:
dom
[
"
jstart
"
]
+
h
})
hh
=
[
h
for
h
in
range
(
dom
[
"
nbj
"
])]
nb
=
np
.
array
([
np
.
ma
.
sum
(
np
.
ma
.
filled
(
land
[
dom
[
"
jstart
"
]:
dom
[
"
jstart
"
]
+
h
,
dom
[
"
istart
"
]:
dom
[
"
istart
"
]
+
dom
[
"
nbi
"
]],
0
))
-
int
(
dom
[
'
nbland
'
]
/
2.
)
for
h
in
hh
])
i
=
np
.
nanargmin
(
np
.
abs
(
nb
))
new_dom
=
{
"
nbi
"
:
dom
[
"
nbi
"
],
"
nbj
"
:
dom
[
"
nbj
"
]
-
hh
[
i
],
\
"
istart
"
:
dom
[
"
istart
"
],
"
jstart
"
:
dom
[
"
jstart
"
]
+
hh
[
i
]}
dom
[
"
nbj
"
]
=
hh
[
i
]
new_dom
[
'
nbland
'
]
=
int
(
np
.
nansum
(
land
[
new_dom
[
"
jstart
"
]:
new_dom
[
"
jstart
"
]
+
new_dom
[
"
nbj
"
],
new_dom
[
"
istart
"
]:
new_dom
[
"
istart
"
]
+
new_dom
[
"
nbi
"
]]))
dom
[
'
nbland
'
]
=
dom
[
'
nbland
'
]
-
new_dom
[
'
nbland
'
]
partout
.
append
(
dom
)
partout
.
append
(
new_dom
)
return
partout
#
# Add number of land points to partitions
#
def
addnbland
(
partin
,
land
)
:
for
dom
in
partin
:
dom
[
'
nbland
'
]
=
int
(
np
.
sum
(
land
[
dom
[
"
jstart
"
]:
dom
[
"
jstart
"
]
+
dom
[
"
nbj
"
],
dom
[
"
istart
"
]:
dom
[
"
istart
"
]
+
dom
[
"
nbi
"
]]))
#
# Divide in two the domain with the most number of land points
#
def
halflargest
(
part
)
:
nbland
=
np
.
array
([
dom
[
'
nbland
'
]
for
dom
in
part
])
imax
=
np
.
argmax
(
nbland
)
if
part
[
imax
][
"
nbi
"
]
>
part
[
imax
][
"
nbj
"
]
:
h
=
int
(
np
.
trunc
(
part
[
imax
][
"
nbi
"
]
/
2
))
part
.
append
({
"
nbi
"
:
part
[
imax
][
"
nbi
"
]
-
h
,
"
nbj
"
:
part
[
imax
][
"
nbj
"
],
"
istart
"
:
part
[
imax
][
"
istart
"
]
+
h
,
"
jstart
"
:
part
[
imax
][
"
jstart
"
]})
part
[
imax
][
"
nbi
"
]
=
h
else
:
h
=
int
(
np
.
trunc
(
part
[
imax
][
"
nbj
"
]
/
2
))
part
.
append
({
"
nbi
"
:
part
[
imax
][
"
nbi
"
],
"
nbj
"
:
part
[
imax
][
"
nbj
"
]
-
h
,
"
istart
"
:
part
[
imax
][
"
istart
"
],
"
jstart
"
:
part
[
imax
][
"
jstart
"
]
+
h
})
part
[
imax
][
"
nbj
"
]
=
h
def
fit_partition
(
partin
,
land
):
partout
=
[]
for
i
,
dom
in
enumerate
(
partin
):
l
=
land
[
dom
[
"
jstart
"
]:
dom
[
"
jstart
"
]
+
dom
[
"
nbj
"
],
dom
[
"
istart
"
]:
dom
[
"
istart
"
]
+
dom
[
"
nbi
"
]]
l1
=
np
.
sum
(
l
,
axis
=
0
)
i0
=
np
.
where
(
l1
>
0
)[
0
][
0
]
i1
=
np
.
where
(
l1
>
0
)[
0
][
-
1
]
return
l2
=
np
.
ma
.
sum
(
l
,
axis
=
1
)
j0
=
np
.
where
(
l2
>
0
)[
0
][
0
]
j1
=
np
.
where
(
l2
>
0
)[
0
][
-
1
]
dom
[
"
jstart
"
]
=
j0
+
dom
[
"
jstart
"
]
dom
[
"
nbj
"
]
=
j1
-
j0
+
1
dom
[
"
istart
"
]
=
i0
+
dom
[
"
istart
"
]
dom
[
"
nbi
"
]
=
i1
-
i0
+
1
dom
[
"
nbland
"
]
=
int
(
np
.
nansum
(
land
[
dom
[
"
jstart
"
]:
dom
[
"
jstart
"
]
+
dom
[
"
nbj
"
],
dom
[
"
istart
"
]:
dom
[
"
istart
"
]
+
dom
[
"
nbi
"
]]))
partout
.
append
(
dom
)
return
partout
#
#
#
...
...
@@ -56,30 +80,37 @@ def adjustpart(partin, land, nbcore) :
#
# Divide domains with the largest number of land points
#
nbptproc
=
np
.
array
([
dom
[
'
nbi
'
]
*
dom
[
'
nbj
'
]
for
dom
in
partin
])
freecores
=
nbcore
-
len
(
partin
)
while
nbcore
-
len
(
partin
)
>
0
:
halflargest
(
partin
)
addnbland
(
partin
,
land
)
while
nbcore
-
len
(
partin
)
>
0
:
partin
=
halfpartition
(
partin
,
land
)
partin
=
fit_partition
(
partin
,
land
)
nbptproc
=
np
.
array
([
dom
[
'
nbi
'
]
*
dom
[
'
nbj
'
]
for
dom
in
partin
])
nbland
=
[
dom
[
"
nbland
"
]
for
dom
in
partin
]
if
np
.
min
(
nbptproc
)
<
3
:
ERROR
(
"
The smallest domain in the partition is of a size less than 5. This will probably not work.
"
)
sys
.
exit
()
return
return
partin
#
# Partition domain in two steps : 1) halving, 2) adjusting by nb land points
#
def
partitiondom
(
land
,
nbcore
,
rank
)
:
njg
,
nig
=
land
.
shape
partout
=
[{
"
nbi
"
:
nig
,
"
nbj
"
:
njg
,
"
istart
"
:
0
,
"
jstart
"
:
0
,
"
nbland
"
:
int
(
np
.
sum
(
land
))}]
while
len
(
partout
)
<=
nbcore
/
2
:
partout
=
halfpartition
(
partout
)
addnbland
(
partout
,
land
)
while
len
(
partout
)
<
nbcore
:
partout
=
halfpartition
(
partout
,
land
)
#
adjustpart
(
partout
,
land
,
nbcore
)
partout
=
adjustpart
(
partout
,
land
,
nbcore
)
#
gindland
=
np
.
zeros
((
njg
,
nig
),
dtype
=
np
.
int32
)
gindland
[:,:]
=-
1
test
=
np
.
zeros
((
njg
,
nig
),
dtype
=
np
.
int32
)
test
[:,:]
=
land
[:,:]
n
=
0
for
i
in
range
(
nig
)
:
for
j
in
range
(
njg
)
:
...
...
@@ -95,10 +126,17 @@ def partitiondom(land, nbcore, rank) :
locgind
=
np
.
copy
(
gindland
[
jstart
:
jstart
+
nbj
,
istart
:
istart
+
nbi
])
loccore
=
np
.
copy
(
gindland
[
jstart
:
jstart
+
nbj
,
istart
:
istart
+
nbi
])
loccore
[
loccore
>=
0
]
=
ic
test
[
jstart
:
jstart
+
nbj
,
istart
:
istart
+
nbi
]
=
test
[
jstart
:
jstart
+
nbj
,
istart
:
istart
+
nbi
]
-
land
[
jstart
:
jstart
+
nbj
,
istart
:
istart
+
nbi
]
partout
[
ic
][
"
glandindex
"
]
=
locgind
partout
[
ic
][
"
corenb
"
]
=
loccore
partout
[
ic
][
"
nblocland
"
]
=
np
.
count_nonzero
(
locgind
>=
0
)
#
nbland
=
[
part
[
"
nbland
"
]
for
part
in
partout
]
if
rank
==
0
:
INFO
(
"
Distribution of the domain : {}
"
.
format
(
nbland
))
INFO
(
"
Test number of error on domain distribution: {0}
"
.
format
(
len
(
np
.
where
(
test
==
1
)[
0
])))
INFO
(
"
Test domain partition (only value must be 0): {0}
"
.
format
(
np
.
unique
(
test
)))
#
return
partout
#
# Build global map of processors
...
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