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Fredrik Bagge Carlson
SystemIdentification
Commits
4f358ed6
Commit
4f358ed6
authored
9 years ago
by
Fredrik Bagge Carlson
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Added sobol.jl
parent
735d9016
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src/sobol.jl
+191
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191 additions, 0 deletions
src/sobol.jl
with
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and
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src/sobol.jl
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View file @
4f358ed6
type
Mem
lastq
::
Array
{
Int64
,
1
}
seed_save
::
Int64
v
::
Matrix
{
Int64
}
recipd
::
Float64
poly
::
Vector
{
Int64
}
Mem
(
dim
::
Int64
)
=
new
(
Array
(
Int64
,
dim
),
0
,
zeros
(
Int64
,
40
,
30
),
0.0
,
Vector
{
Int64
}(
40
))
end
"""
# % Usage:
# % X = sobol(dim, N)
# %
# % Inputs:
# % dim number of variables, the MAX number of variables is 40
# % N number of samples
# %
# % Output:
# % X matrix [N x dim] with the quasti-random samples
# %
# % ------------------------------------------------------------------------
"""
function
sobol
(
dim
::
Int64
,
N
::
Int64
)
nextseed
::
Int64
=
2
^
floor
(
log2
(
N
)
+
1
)
X
=
Array
(
Float64
,(
N
,
dim
))
MeM
=
InitSobol
(
dim
)
for
j
=
1
:
N
X
[
j
,
:
],
nextseed
,
MeM
=
getNewSobolVector
(
dim
,
nextseed
,
MeM
)
end
return
X
end
## Functions below are inner functions, I have not determined if this is needed, the fastest method or anything else
# ------------------------------------------------------------------------
function
getNewSobolVector
(
dim
,
seed
,
MeM
)
seed
::
Int64
=
max
(
floor
(
seed
),
0
)
if
seed
==
0
l
=
1
MeM
.
lastq
=
zeros
(
1
,
dim
)
elseif
seed
==
MeM
.
seed_save
+
1
l
=
smallest0bit
(
seed
)
elseif
seed
<=
MeM
.
seed_save
MeM
.
seed_save
=
0
l
=
1
MeM
.
lastq
[
1
:
dim
]
=
0
for
seed_temp
=
MeM
.
seed_save
:
seed
-
1
l
=
smallest0bit
(
seed_temp
)
for
i
=
1
:
dim
MeM
.
lastq
[
i
]
=
MeM
.
lastq
[
i
]
$
MeM
.
v
[
i
,
l
]
# bitxor
end
end
l
=
smallest0bit
(
seed
)
elseif
(
MeM
.
seed_save
+
1
)
<
seed
for
seed_temp
=
(
MeM
.
seed_save
+
1
)
:
(
seed
-
1
)
l
=
smallest0bit
(
seed_temp
)
for
i
=
1
:
dim
MeM
.
lastq
[
i
]
=
MeM
.
lastq
[
i
]
$
MeM
.
v
[
i
,
l
]
# bitxor
end
end
l
=
smallest0bit
(
seed
)
end
qrv
=
Array
(
Float64
,
dim
)
for
i
=
1
:
dim
qrv
[
i
]
=
MeM
.
lastq
[
i
]
*
MeM
.
recipd
;
MeM
.
lastq
[
i
]
=
MeM
.
lastq
[
i
]
$
MeM
.
v
[
i
,
l
]
# bitxor
end
MeM
.
seed_save
=
seed
;
nextseed
=
seed
+
1
;
return
qrv
,
nextseed
,
MeM
end
# -------------------------------------------------------------------------
function
smallest0bit
(
b
)
i
=
0
b
=
floor
(
b
)
while
true
i
+=
1
halfb
=
floor
(
b
/
2
)
if
b
==
2
halfb
break
end
b
=
halfb
end
return
i
end
# ----------------------------------------------------------------------
function
InitSobol
(
dim
::
Int64
)
MeM
=
Mem
(
dim
)
MeM
.
seed_save
=
-
1
# MeM.v = zeros(40,30) # done in constructor instead
MeM
.
v
[
1
:
40
,
1
]
=
1
MeM
.
v
[
3
:
40
,
2
]
=
[
1
,
3
,
1
,
3
,
1
,
3
,
3
,
1
,
3
,
1
,
3
,
1
,
3
,
1
,
1
,
3
,
1
,
3
,
1
,
3
,
1
,
3
,
3
,
1
,
3
,
1
,
3
,
1
,
3
,
1
,
1
,
3
,
1
,
3
,
1
,
3
,
1
,
3
]
'
MeM
.
v
[
4
:
40
,
3
]
=
[
7
,
5
,
1
,
3
,
3
,
7
,
5
,
5
,
7
,
7
,
1
,
3
,
3
,
7
,
5
,
1
,
1
,
5
,
3
,
3
,
1
,
7
,
5
,
1
,
3
,
3
,
7
,
5
,
1
,
1
,
5
,
7
,
7
,
5
,
1
,
3
,
3
]
'
MeM
.
v
[
6
:
40
,
4
]
=
[
1
,
7
,
9
,
13
,
11
,
1
,
3
,
7
,
9
,
5
,
13
,
13
,
11
,
3
,
15
,
5
,
3
,
15
,
7
,
9
,
13
,
9
,
1
,
11
,
7
,
5
,
15
,
1
,
15
,
11
,
5
,
3
,
1
,
7
,
9
]
'
;
MeM
.
v
[
8
:
40
,
5
]
=
[
9
,
3
,
27
,
15
,
29
,
21
,
23
,
19
,
11
,
25
,
7
,
13
,
17
,
1
,
25
,
29
,
3
,
31
,
11
,
5
,
23
,
27
,
19
,
21
,
5
,
1
,
17
,
13
,
7
,
15
,
9
,
31
,
9
]
'
MeM
.
v
[
14
:
40
,
6
]
=
[
37
,
33
,
7
,
5
,
11
,
39
,
63
,
27
,
17
,
15
,
23
,
29
,
3
,
21
,
13
,
31
,
25
,
9
,
49
,
33
,
19
,
29
,
11
,
19
,
27
,
15
,
25
]
'
MeM
.
v
[
20
:
40
,
7
]
=
[
13
,
33
,
115
,
41
,
79
,
17
,
29
,
119
,
75
,
73
,
105
,
7
,
59
,
65
,
21
,
3
,
113
,
61
,
89
,
45
,
107
]
'
;
MeM
.
v
[
38
:
40
,
8
]
=
[
7
,
23
,
39
]
'
MeM
.
poly
[
1
:
40
]
=
[
1
,
3
,
7
,
11
,
13
,
19
,
25
,
37
,
59
,
47
,
61
,
55
,
41
,
67
,
97
,
91
,
109
,
103
,
115
,
131
,
193
,
137
,
145
,
143
,
241
,
157
,
185
,
167
,
229
,
171
,
213
,
191
,
253
,
203
,
211
,
239
,
247
,
285
,
369
,
299
]
MeM
.
v
[
1
,
:
]
=
1
for
i
=
2
:
dim
j
=
MeM
.
poly
[
i
]
m
=
0
while
true
j
=
floor
(
j
/
2
)
if
j
<=
0
break
end
m
+=
1
end
j
=
MeM
.
poly
[
i
]
includ
=
Array
(
Bool
,
m
)
for
k
=
m
:
-
1
:
1
j2
=
floor
(
j
/
2
)
includ
[
k
]
=
j
!=
2
*
j2
j
=
j2
end
for
j
=
m
+
1
:
30
newv
=
MeM
.
v
[
i
,
j
-
m
]
l
=
1
for
k
=
1
:
m
l
=
2
*
l
if
includ
[
k
]
!=
0
newv
=
newv
$
l
*
MeM
.
v
[
i
,
j
-
k
]
# bitxor
end
end
MeM
.
v
[
i
,
j
]
=
newv
end
end
l
=
1
for
j
=
29
:
-
1
:
1
l
=
2
*
l
MeM
.
v
[
:
,
j
]
=
MeM
.
v
[
:
,
j
]
*
l
end
MeM
.
recipd
=
1.0
/
(
2
*
l
)
MeM
.
lastq
[
1
:
dim
]
=
0
return
MeM
end
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