1. Home
  2. Lainnya

Spanning Tree Transformation of Connected Graph into Single-Row Network.

World Academy of Science, Engineering and Technology 62 2010

+
9 9

,

,?

# "
*
!
#
'$

&

$

"


"

#
"

"

#
" $
%

"
1B3

#
! %
*

#


1C3

'

1:3

)#

#

1A3
1:3

"

"

#

*


#

%
(
$

+ #

+! 1@3

"

"

#

12;3

#


+

#

+!
#

"

#

*

+

(

#
, +-./


#
"

-,

,0

"

"

#

#

"

(
"

"

#

"

"

!
#

"

"

"

D
'


#

#

"

#
#

"

"

,$

#
#
153

4#

#

#

"

"

"

123

!

"
"

#

#

#

"
173

"

(
(

"

#

163
"8

*

(


.

/

:262; /
#

#
=

.
/

:262; /
=

>#

(


#

% #
<
. #
>
% #
<
. #

.
=

>#

#

<

"

#

#

#
"

(

#

% #
:262; /

#
$ "
"

6

(
!

!

,?
/

! 1223
#

"

"
5

9 9

)#

+

2
%

#

#
#

. #

!

597

7

World Academy of Science, Engineering and Technology 62 2010

!
@

'

!

#

#

A

#

#

B

(
#

:

"
$+-E9* E
"

$
# "

4 +-/,.

"

(

'

=

#

% #

#

)#

(

B

& %/,.

*,

9

(

-, *$

B

!

% #

B

2 ! "!

"

2

!B

#

!
2

A

5

2

@

7

A

5

6

!

"!
(@

(B (7

(6

,
(

!
"

(2 (5

?
"

!

#
B

6

(A

#

@

7

B

)#

=
F

"
#

!

"

!

"

!

!

!
%

2

!

"

"!

B

!

B

"

!

B

%
+*9

-, ? $ E* D**,
+** ,.

-,,*

, 9*

*.

+ $?

!

$ ,, ,

!

+-D ,* D-+4

!

"

#

#

'

"

#

#

"

#

$

#

#
"

$=

−2!

!
"

#

H

#

#

!

2

#
#

!
E

# "

"
% #

!

(

#

=

'J# I

2≤ ≤

=2 5

"

!

!

# "
'

'

2 ! *

#

*

#

#

#

"

2

(
(

#

− 2 − 5$ !

#=; $

− 6! G 7

59

#

=$

59

"
% #

#
59

"

!

#

#

#
"

'

"

#=

∑#
=2

#

598

=5

− 2!

#

!

"

World Academy of Science, Engineering and Technology 62 2010

#
"

!

#

'

=

=2 5

"

#

#

59

-"

#

#

#

#

(

'

5)

#

)

$

)

#

&

'$

%

(
"

#

K

#

#

#

#

,

K

'

!

2)
)

"

"#
#

=$=#=;

#

#

"

#

#

=5

'

%

'

" $
L

"

#
#

!

#

"

"
#

= $ = # = ;!

#

'

"
#

"
% )

"
"
"

%

!

!

#
#

"

#

#

&

L

!

# "
'

(

#
L

*L

#

*L
D

*

#

#

)

#

?

#

*L

"

(

E

'

# "
# "

'$

$

#

'

"

$

)

)

?

"
"

#

#

?
"

"

)

?

#

"

%

#

'

(!

!

!

# = −2

"

'

'

2)

"
"#

$ =  # − 5! G 7 

#

# "

"

#

#

! %

# #

#

$

#

'J# I .

2≤ ≤

#

#

"

L

#

#
)

#

'

)

#

)

$
&

'$

(

%
8

" 8
& -/+

K

-.*9

%

?

#

"

%
)#
#

#

#

!

"

'

!

#

#

#

#

'

5)

=

)
)

)

)

=

)

)

=

)

=

=;
=2

5;

2;

-"

#

$

#

%
!

%

K

*

!

$

=

K

&
#

2)

=

K

=;

K

=

=;

;

=;

=+

K

#
L

&
" $

=

2

) =2

599

= + −J I

−2

52

=JI

World Academy of Science, Engineering and Technology 62 2010

2

*L

6

)

K

5

L

B

C

5)

*

@
7

L

1

A

LL

%

31 * LL 3 = 2
L

*

5

:

C

L
2
6

A

)
5

B

)

K

K

*

L

++

C

−−

@
7

:

)

!

L

!

5

5)

"

* LL

2

7

6

@

C

K

2)

L
5)

=

LL

L

A

B

:

"!

++
LL

=2
2)

=

*

LL

!

%

6

# #

!C !

$

%

5)

>2

#
LL

%

% #

6 "!

#

* LL
#
1

LL

"

5

!C

'

#

"

31 * LL 3 = 2

?

"

"

"
)

)

)++
$

"

# #

!

?
(

%

L

) −−
LL

* LL
#
L

K

)#

=

!

(

"

%

(

≠;

#

) −−

#

%

%

#
(
(

(

)#

(

"#

%

!

#

% #
"
#

#
(

#
5

!

% #
)#

6 "!

'

#

"

# "

(

#

"

#
(

#
1:3

!

600

%

%

World Academy of Science, Engineering and Technology 62 2010

#

"
+

*

#

1@3

"

#

#

#

!

'

#

#
?

&

*M$*+ *,

9 +* /9

$
"
#

"
# "
A;
# "

#
#
#

#

#
"
& #
NN
$!

!
"

#!

!

"
%
&

'$

#

#

$
$

(

'

%
#

!

%
E9*
O

O

'

2;
5;
6;
7;
@;
A;
E

E

-, 9 +* /9

- $/

7
@
6
7
6
6

$
8

-%

'

2
2
2
5
6
B

5
6
2
A
6
@

$

#

2
2
2
2
2
2

;
;
;
;
;
;

#

!

%

!

"

" *

+ 1@3

#
#

)#

#

!

"

#

'

"

#

(

# "

4,-D9*.

*,

#

#

#

#
"

'

#

"
# "
'

#

'

#

# "

!

#

'

'

%

'

#

"

6;

153

@;

# "

'

173

P

2CBA
*
4#
#
Q,

'

&

-, 9/ -, ,. /

+0

1A3
1B3

! !"

!

!

#

#

1:3
1C3

"
"

4

"

%#8
*

,

#

"

=

!

P4#

<

!

./00 ,
,
2C:: 5=276B 277; 2C::
E
#
?
P*
#
"
Q1
- #
Q1
- #
P
6C=B6
9 9

12;3

4
#
9 9

1223

9 9

#

601

56=BA: BB:

#
5A A!=6A2 6A: 2CBC

P
#

2:6 2C:7
E E E

#
%

#
-

.

#
#

1@3

#

9

Q ,

#

!

4#

163

6;

#

*

Q,

6;

#

E

@;

'

@;

%+

#

#

'

#

+*%*+*, *
123

'

#

+
/
#

#
# "

#

-?*!
+
!

/
!
B:66;

!

'

'

"

#

#

!

!

#
* #

?

.
Q

,
"

<

E

P
Q!
-

#

#

0 R
:C 5;;B
, ?

6 6!=2B:

Dokumen yang terkait

Algoritma untuk Degree Constrained Minimum Spanning Tree

1 37 48

Models Development for Single-Row Networks from Connected Graphs.

0 2 17

Partitioning Technique for Transformation of Connected Graphs into Single-Row Network.

0 2 13

Maksimum jumlah spanning - tree graph terhubung - Diponegoro University | Institutional Repository (UNDIP-IR)

0 0 1

Maksimum jumlah spanning - tree graph terhubung - Diponegoro University | Institutional Repository (UNDIP-IR)

0 0 1

Maksimum jumlah spanning - tree graph terhubung - Diponegoro University | Institutional Repository (UNDIP-IR)

0 0 6

Maksimum jumlah spanning - tree graph terhubung - Diponegoro University | Institutional Repository (UNDIP-IR)

0 0 1

IMPLEMENTASI SPANNING TREE PROTOCOL (STP) DALAM PERANCANGAN VIRTUAL LOCAL AREA NETWORK (VLAN)

0 1 9

DETERMINATION UNDER VOLTAGE REDUCTION MINIMUM SPANNING TREE ON ELECTRICITY DISTRIBUTION NETWORK PRIMER

0 0 9

DYNAMIC MODIFIED SPANNING TREE ALGORITHM FOR SINGLE-ROW DYNAMIC FACILITY LAYOUT PROBLEM

0 1 10