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Taddeüs Kroes
uva
Commits
b9a4a734
Commit
b9a4a734
authored
May 27, 2011
by
Taddeüs Kroes
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StatRed ass3: Started work on part 3.
parent
443e0415
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1
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7 deletions
+9
-7
statred/ass3/classifiers.py
statred/ass3/classifiers.py
+9
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statred/ass3/classifiers.py
View file @
b9a4a734
from
pylab
import
argmin
,
argmax
,
tile
,
unique
,
argwhere
,
array
,
mean
,
\
from
pylab
import
argmin
,
argmax
,
tile
,
unique
,
argwhere
,
array
,
mean
,
\
newaxis
,
dot
,
pi
,
e
,
matrix
newaxis
,
dot
,
pi
,
e
,
matrix
from
svm
import
svm_model
,
svm_problem
,
svm_parameter
,
LINEAR
class
NNb
:
class
NNb
:
def
__init__
(
self
,
X
,
c
):
def
__init__
(
self
,
X
,
c
):
...
@@ -42,8 +43,8 @@ class MEC:
...
@@ -42,8 +43,8 @@ class MEC:
self
.
estimate
()
self
.
estimate
()
def
estimate
(
self
):
def
estimate
(
self
):
"""Estimate the mean and covariance matrix
each class in the learning
"""Estimate the mean and covariance matrix
for each class in the
set."""
learning
set."""
self
.
class_data
=
[]
self
.
class_data
=
[]
for
c
in
self
.
classes
:
for
c
in
self
.
classes
:
indices
=
argwhere
(
array
(
map
(
lambda
x
:
x
if
x
==
c
else
0
,
indices
=
argwhere
(
array
(
map
(
lambda
x
:
x
if
x
==
c
else
0
,
...
@@ -56,16 +57,17 @@ class MEC:
...
@@ -56,16 +57,17 @@ class MEC:
self
.
class_data
.
append
((
mu
,
S
,
coeff
))
self
.
class_data
.
append
((
mu
,
S
,
coeff
))
def
classify
(
self
,
x
):
def
classify
(
self
,
x
):
"""Use the sum of all entries in the pdf matrix to determine the class
with the greatest probability."""
p
=
[
coeff
*
e
**
(
-
.
5
*
dot
(
x
-
mu
,
dot
(
S
.
I
,
array
([
x
-
p
=
[
coeff
*
e
**
(
-
.
5
*
dot
(
x
-
mu
,
dot
(
S
.
I
,
array
([
x
-
mu
]).
T
)).
tolist
()[
0
][
0
])
for
mu
,
S
,
coeff
in
self
.
class_data
]
mu
]).
T
)).
tolist
()[
0
][
0
])
for
mu
,
S
,
coeff
in
self
.
class_data
]
return
self
.
classes
[
argmax
([
i
.
sum
()
for
i
in
p
])]
return
self
.
classes
[
argmax
([
i
.
sum
()
for
i
in
p
])]
class
SVM
:
class
SVM
:
def
__init__
(
self
,
X
,
c
):
def
__init__
(
self
,
X
,
c
):
self
.
n
,
self
.
N
=
X
.
shape
px
=
svm_problem
(
c
.
tolist
(),
X
.
T
)
self
.
X
,
self
.
c
=
X
,
c
pm
=
svm_parameter
(
kernel_type
=
LINEAR
)
self
.
model
=
svm_model
(
px
,
pm
)
def
classify
(
self
,
x
):
def
classify
(
self
,
x
):
d
=
self
.
X
-
tile
(
x
.
reshape
(
self
.
n
,
1
),
self
.
N
);
return
self
.
model
.
predict
(
x
)
dsq
=
sum
(
d
*
d
,
0
)
return
self
.
c
[
argmin
(
dsq
)]
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