Biomedical Engineering Reference
In-Depth Information
G c,k
0 0 ... 1
0 0 . ... 0 0 0
0 0 ... 1
0 0 . ... 0 0 1
N-u c,k
ξ m
2
0 0 ... 1
1 1 . ... 1 1 1
ξ n
0 1 ... 1
0 0 ... 1
1 1
* *
N - u c,k
u c,k
V k
V k
ξ i
0 1 ... 1
0 0 ... ... ... 0 0 0
0 1 ... 1
0 0 ... 1 0 1
* *
U c,k
V c,k
W c,k
0 1 ... 1
0 0 ... ... ... 0 0 1
N-w c,k
ξ n
2
0 1 ... 1
1 1 ... ... ... 1 1 1
W c,k
N - w c,k
Figure a.3
Bit-to-bit.comparison.between.schemata.
N u c k
and. 2
of.
ξ .in. S ξ .fulill.this.condition,.where N .is.the.order.of.ξ..As.for.
,
.
the.other.
ξ ,.we.have
∆ ξ
(
,
V
;
ξ
,
G
) 0.
=
.
i
k
m
c k
,
.
Similarly,.let.us.consider
m
1
∆ ξ
(
,
V
′ ξ
;
,
V
′ =
)
d v j v j
(
( ),
( )),
i
k
n
k
1
2
.
j
=
0
.
where.
v
=
f
(
ξ
,
V
′ ,.and.
)
v
=
f
(
ξ
,
V
′ ..We.assume.that.there.are. w k .actual.
)
T
k
2
T
k
i
n
bits.in.
v j ,.as.shown.in . Figure.A.3 .. Apparently,.
( )
u
+
v
+
w N
=
..It.can.be.
c k
,
c k
,
k
derived.that. 2 N w k
.of.
ξ .in. S ξ .gives
∆ ξ
(
,
V
′ ξ
;
,
V
′ =
) 1,
i
k
n
k
.
.
and.the.rest.of.
ξ .gives
∆ ξ
(
,
V
′ ξ
;
,
V
′ =
) 0.
i
k
n
k
.
.
 
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