Буланкин В.Б / Kalayev_IA_rmvs
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! ' & G(Q, X) &
Gi(Qi , i ) (i = 1,2,...,F) % !, ! % ' & Gi(Qi , i ) !
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1. S & Gi(Qi , i ) (i = 1,2,...,F) !
( !) " " % '. 2. S " " & Gi(Qi , i ) (i = 1,2,...,F) !
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1 . 1.25 % & G(Q, X) ! ' L+
! & Gi(Qi , i )
(i = 1,2,3,4) .
9 % % & G(Q, X) & -
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. 1.25. ! ' L+ / % %" ! & Gi(Qi , i ) " % '
', %$ % '
!, ! % ' & Gi(Qi , i ) (i = 1,2,...,F) !
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( . 1.26).
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4 '
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( . 1.27).
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. 1.27. H 0 0-0 ( (
50
* ' & G(Q, X) % '
& Gi(Qi , i ) (i = 1,2,...,F) , !.
D & " &, i & Gi(Qi , i )
! ! % !, ! &, #$
"#$ & Gi(Qi , i ) , ' .
/ & Gi(Qi , i ) (i = 1,2,...,F) , " '
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& Gi(Qi , i ) , % # !
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& Gi(Qi , i ) (i = 1,2,...,F) , % ' !"
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+ "# " " ' !" 0 0-
0 4 0 / , "
% ' & " " % ' "% ",
% % ! & " % ' "$ "
' " [143].
! ! % N " % ' ' "% ",
"#$' "% "-" ' ! ', !"
T F ((N H i 1) T T i )
' = + max i + ,
i=1
Hmaxi – % % " & Gi(Qi , i ) ;
Ti – ! ' , '
& Gi(Qi , i ) ;
T i – '% (% & ") " % '
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! & Gi(Qi , i ) ; |
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F – &, % & . |
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J , |
Ti = T (i = 1,2,..., F ) , |
T i = T ,(i = 1,2,..., F) |
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Hmi |
ax = H ,(i = 1,2,..., F) , |
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T' = F ((N + Hmax 1) T + T ), |
(1.13) |
! N |
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T' = F(N T + T ). |
(1.14) |
@ % , "$"#
! ! % N " % ' ' ' ,
"#$' "% "-" ' ! ',
% & ", % #. = ! % !$ T' , ! % %- ! " % & " # . / ' ' " ( ' !
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% & " " . E ( ! !. /, " , $
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Gi(Qi , i ) & G(Q, X) ' ( . 1.28).
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Gi(Qi,Xi) |
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. 1.28. Z 0/ ( BUAH 0
9, ( @ "
& Gi(Qi , i ) Gi+1(Qi+1 , i+1 ) , (i = 1,2,...,F/2) ( . 1.29) & G(Q, X) ,
52
@1 % & Gi(Qi , i ) ,
T i,1 = Hmi ax Ti ' ! ! &"
Gi(Qi , i ) % @1.
T i = (N + Hmaxi 1) Ti
. 1.29. A ( 0/
BUAH 0
B % " " @2,
! ! % &" Gi+1(Qi+1, i+1 ). "
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@ &" Gi(Qi , i ) ( . . 1.29). / ( @1 @2 " # "#$ & Gi+3(Qi+3 , i+3 ) Gi+4(Qi+4 , i+4 ) & G(Q, X) , % ' ' %
. " !$
% ' !"
T' = F/2 |
(T i,1 + T i +1 + T % )= F/2 ((Hmaxi + Hmaxi +1 + N 1) T + T % ), |
i =1 |
i =1 |
T = max( Ti , Ti+1 );
T = max( T i ,T i +1 );
F – &, % ' & G(Q, X) . * , Hmaxi Hmaxi+1 , "
T' F 2 ((2Hmax + N 1) T + T % ), |
(1.15) |
%$ #
' @ ( .1.13).
53
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%, % ( . (1.13)),
T/ < T' = F ((1 + H 1) T + T )= F (H T + T ),
. . % " " %
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, !" ! . / ( " ' % % " " #: ! ! % %
" % ' % %, . .
54
N T/ = T' ,
, " (1.13),
N T/ = F ((N + H 1) T + T ), |
(1.16) |
N – % %;
T – " % ( ) " " ;
T – ! ! % % " % ' "% "-
" ' ' '.
* (1.16) N %
%
N = |
F ((H 1) T + T ) |
. |
(1.17) |
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! # % % , !
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% &, ( "
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(i = 1,2,...,F) & G(Q, X) " % '
55
. " ! " % '
& Gi(Qi , i ) , % %"$' % % .
"% " " ' , "#$' % ' ,
"#$ ( . 1.30).
. 1.30. H 0 0 0 (
O 0 / Gi(Qi , i )
! "#$ !.
% & Gi(Qi , i ) ! ' ! %,
% $ % N % .
, " #$ % &, #
"#$ '% . @ (@/=)
% " ! % , $ % & G j(Qj , j )
(i = 1,2,...,F) . @ % % ! % & Gi(Qi , i ) % %
, @/= "#$"# % "
&, % ' & G j(Qj , j ) ! " % ' "#
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/ ( @/= "#$' ' % # &
Gi(Qi , i ) ( . . &, % & % )
56