h
1
= f(x · w
1
+ y · w
2
+ b
1
)
h
2
= f(x · w
3
+ y · w
4
+ b
2
)
h
3
= f(x · w
5
+ y · w
6
+ b
3
)
r = f(h
1
· w
7
+ h
2
· w
8
+ h
3
· w
9
+ b
4
)
r = f(h
1
· w
10
+ h
2
· w
11
+ h
3
· w
12
+ b
5
)
Aktivierungsfunktion:
Sigmoid → f(x) = 1 / (1 + e^(-x))
ReLU → f(x) = max(0, x)
Binary → f(x) = 1, falls x > 0 | f(x) = 0 sonst
Keine → f(x) = x
w
1
= 1
w
2
= 1
w
3
= 1
w
4
= 1
w
5
= 1
w
6
= 1
w
7
= 1
w
8
= 1
w
9
= 1
w
10
= 1
w
11
= 1
w
12
= 1
b
1
= 0
b
2
= 0
b
3
= 0
b
4
= 0
b
5
= 0
Datensatz:
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#1
#2
#3