Biomedical Engineering Reference
In-Depth Information
On.the.other.hand,.ξ.is.formed.if. ′
.under.the.condition.specified.as.
ξ
= ξ
n
follows:
(
) (
) (
)
∆ ξ
,
I
;
ξ
,
I
∆ ξ
,
M
;
ξ
,
M
∆ ξ
,
R
;
ξ
,
R
0
c
,
k
n
c
,
k
c
,
k
n
c
,
k
c
,
k
n
c
,
k
n
n
n
n
n
n
n
n
n
n
n
n
(
)
⇒ ∆ ξ
( ,
I
;
ξ
,
G
)
∆ ξ
,
M
;
ξ
,
M
∆ ξ
( ,
R
;
ξ
,
R
)
≡ ∆
0
c
,
k
c
,
c
,
k
c
,
k
n
c
,
k
c
,
k
n
c
,
k
IMR
.
. .
n
n
m n
n
n
n
n
n
n
n
n
n
.
.
(4.42)
, , , ,.the.destruc-
tive.rate. PD B .and.the.constructive.rate. PC C .of.ξ.are.derived.respectively.as
By.considering.all.the.possible.combinations.of. c
c
k
k
m
n
m
n
p
L L
cut
PD
=
B
3
(
+
1)
.
g
.
(4.43)
L L
L L
g
g
1
2
(
)
×
1
− ∆ ξ
( ,
I
;
ξ
,
G
)
∆ ξ
,
M
;
ξ
,
M
c
,
k
n
c
,
c
,
k
c
,
k
c
,
k
m m
n m m
m m
m m
.
c
=
0
c
=
0
k
∉κ
(
c
)
.
.
n
m
m
m
and
L L
L L
g
g
p
L L
cut
IMR
PC
=
.
(4.44)
B
3
(
+
1)
2
g
.
c
=
0
c
=
0
k
∉κ
(
c
)
n
m
n
n
The.occurrence.probability.of.selecting.a.particular. ξ m .and. ξ n ,.such.that.
.and. ξ
,.is.given.as
ξ
= ξ
S
m
n
E t
( )
=
P
( , ) (
ξ
t P
ξ
, ) .
t
(4.45)
.
B
n
Putting.the.two.situations.together,.the.destruction.of.ξ.in.case.B.is
P
( , )
ξ
t
=
2
×
PD E t
×
( )
B
1
B
B
L L
L L
g
g
p
L L
[
.
.
(4.46)
cut
=
1
− ∆ ξ
( ,
I
;
ξ
,
G
)
c
,
k
n
c
,
c
,
k
3
m m
n m m
(
+
1)
g
ξ
S
c
=
0
c
=
0
k
∉κ
(
c
)
n
n
m
m
m
ξ
× ∆ ξ
( ,
M
;
ξ
,
M
)
P
( , ) (
ξ
t P
ξ
, )
t
c
,
k
c
,
k
n
..
m m
m m
and.the.construction.is
( )
P
( , )
ξ
t
=
2
×
PC
×
E t
B
2
B
B
.
(4.47)
L L
L L
g
g
p
L L
cut
=
P
( , ) (
ξ
t P
ξ
, )
t
IMR
n
3
(
+
1)
g
ξ
S
c
=
0
c
=
0
k
∉κ
(
c
)
.
n
n
m
n
n
ξ
Search WWH ::




Custom Search