1.
.
, . .
, , . , -, - , , , , , - .
, , .. , ѐ .
: , .
:
1. ;
2. ;
3. .
1.
1.1 (Q, . 3/)
Q = Qi, (1)
Qi , . 3/ ( .1, .1, .3).;
i ;
i 1,n
n , .
1.2 ( ), .
Z,1= n,
i- , /3 ( .1, .1, .4).
1.3 (Z,1):
= j, Sj≥ Z,1, (2)
j j - , . 3/ ( .1, .1, .6);
j - ;
j 1,m
k , .
k 1,m
m ,
Sj , j - , /3 ( .1, .1, .7).
|
|
|
1.4 (Z,1) (∆1, . 3/)
(Q) () :
(3)
1.5 0<∆1< Qn ∆1<0, |∆1|<Qk, Z,1= n; ∆1≥ Qn, Qn, ..
Qi- Qn,
Qn-1 (Z,2 = n-1).
1.6 ,
, . 1.5.
2. .
(di, /3) :
di= Z - i (4)
(Di, .) :
Di = di ∙ Qi (5)
3. ().
(, ) :
()
=D/E
() t
Dj , ( );
- , ( / ) ( .1, .1, .8);
t , ( .1, .1, .5).
1. ?
2. ?
3. ?
4. ?
5. ?
