.. " " ()

. " -64. 2- " ( )

.. " - " ( )

. "101 , " ()

.. "" ()

- ..

.. .: , 1976. 264 c.
( ): metoditeoriisistemvzadacheneprerivnoy1976.djvu
<< 1 .. 22 23 24 25 26 27 < 28 > 29 30 31 32 33 34 .. 67 >>

-1 = '1 = I,
(2.90)
~ - . ,
(2.86).
.

"11 "12 ' ' "171
det - "21 "22 ' "271
"1 "2 "7171
( ad 7)
- /-
ad A,j = (- 1)
l+
"11 "12 ' "21 .1
";i-"i2-
"711 "712
,13
<[- %
ad det

104

Lra. 2
:
ad ad 21 . . ad ] ad 12 ad Aw . . .ad 2
(2.91)
,
, :
, ,
. ,
( ) .
,
( ).
( ):
:
X ,
- :
det =^= 0.
11
12 22 ' ' ' 2
(2.92)
. .
| | > U, ^ ;
| | = 0, > :
| | > 0, () = .

105
- -
, :

=

= [ . . . ]-
( R (.4))
.

, .
, , ,
.
. , ,
R () < R (). (2.93)
(2.85)
,
, . ,
R () = R (). (2.94)
, ,
R () = R (). (2.95)
.
, .

. ,
, ,
.
.

.
.
. 2.13.
106

[. 2
. 2.14
,
-
1=?>=<> /
=

=!>
)
) .[2.13.
)
8)
U(f) ->

I

F(i)
)
)
. 2.14.
:
l- = FV)X(l) + G<f)V4),(296)
Y (0 =(1)(1). I
X (t)
(2.52)
t
X (t) = ^ (i, s) G (s) U (s)ds. (2.97)
^0

,


107

. -
.
(. 2.15).

( - -.

(0 = (t)x (

/i (0 = hi (t) + h12 (0 2 + . . . -f hln (/) , / (0 hi (0 3-1 +
^22 (0 hn (0 ^1
. 2.15.
(0 ^pi (0 - -}- hp2 () -(- hpn (0
.
. 2.16.

. 2.14
103

[. ?.
. 2.16. ,
<< 1 .. 22 23 24 25 26 27 < 28 > 29 30 31 32 33 34 .. 67 >>