ВУЗ:
Составители:
Рубрика:
A
n
A
C
n
V
n
A
n
α(A
n
) ⊂ A
C
n
A
n
{O; e
k
} A
n
{O
0
; e
0
k
} A
C
n
α : A
n
→ A
C
n
M (x
k
) {O; e
k
} M
0
{O
0
; e
0
k
}
β : V
n
→ W
m
C β
C
: V
C
n
→ W
C
m
β β
C
y
a
= β
a
k
x
k
(β
a
k
)
α : A
n
→ A
0
m
α
C
: A
C
n
→ A
0C
m
α α
C
y
a
= α
a
k
x
k
+ b
a
(α
a
k
) b
a
a = 1, . . . , m
n
( )
( )
V
n
⊕ V
n
= {x ⊕ y |x, y ∈ V
n
}
· : C ⊗ (V
n
⊕ V
n
) → V
n
⊕ V
n
,
kmvigfbcm efghifjbhikjw jhhgaafgkjbbcm hggikmihikmbbg h An a ACn w
tkotmiht vgdeomvha`avjamu kmvigfbgxg efghifjbhikj Vn
fa zigd bjsjobgm kmqmhikmbbgm j``abbgm efghifjbhikg An gigyp
nmhikotmiht h mxg g|fjlgd α(A ) ⊂ AC
)*B0D,- )7- D68 6+-9- 50,,-9-
n n
.3-/735,/7B5 An /2*/7B2*7 1-:
.6*1/0015½08 < 68 ** .-/73-*,08 D-/757-),- BE87> .3-0EB-6>,A* 3*.*3A
{O; ek } B An 0 {O0 ; e0k } B AC 0 BE87> -7-+35*,0* α : An → ACn -7,-/8**
7-)1* M / 1--3D0,575:0 (xk ) -7,-/07*6>,- 3*.*35 {O; ek } 7-)12 M 0 0:*
n
2 7510* * B**/7B*,,A* 1--3D0,57A -7,-/07*6>,- 3*.*35 {O0; e0k } <
*3*C-D 1 1-:.6*1/0015½00 .-EB-68*7 /)0757> )7- 1--3D0,57A 7-)*1
B 0E2)5*:-: 50,,-: .3-/735,/7B* :-927 .30,0:57> ,* 7-6>1- B**
/7B*,,A* ,- 0 1-:.6*1/,A* E,5)*,08 <
ªY«\]Y^ /81-* 60,*,-* -7-+35*,0* β : V → W -D,-E,5),-
.3-D-65*7/8 D- C 60,*,-9- -7-+35*,08 β C : VnC → WmC < 1--3
n m
D0,575C -7-+35*,08 β 0 β C 0:*7 -D0, 0 7-7 * B0D ya = βkaxk 9D*
)
(βka ) F B**/7B*,,58 :5730½5 < ,56-90 ,- B/81-* 5 0,,-* -7-+35*
,0* α : An → A0m -D,-E,5),- .3-D-65*7/8 D- 50,,-9- -7-+35*,08
α C : ACn → A m<
0C 1--3D0,575C -7-+35*,08 α 0 αC 0:*7 -D0, 0 7-7 *
B0D ya = αkaxk + ba 9D* (αka) F B**/7B*,,58 :5730½5 5 ba a = 1, . . . , m F
B**/7B*,,A* )0/65<
VWXYZY[Y\]Y^ ¸ggikmihikamw vgigfgm gibghai vjyngd} n pdmfbgd}
kmqmhikmbbgd} kmvigfbgd} ( j``abbgd}) efghifjbhik} bmvgigf}{ mxg
vgdeomvha`avja{w j oabmubgd} ( j``abbgd}) gig|fjymba{ mxg efgp
ngoymbamw bjlckjmiht `}bvigfgd vgdeomvha`avjaa
Á2,17-3A 1-:.6*1/00½0327 /35E2 B/* B*17-3,A* 50,,A* .3-/7
35,/7B5< 68 0C .-/73-*,08 ,2,- 215E57> ,*1-7-32 /75,D537,2 /C*:2
1-:.6*1/0015½00 < 30B*D*: .30:*3A 7510C 2,17-3-B <
åæ\X W[Y]]â]] YX\× WXX\^ 5 .38:- /2::*
Vn ⊕ Vn = {x ⊕ y | x, y ∈ Vn }
BB*D*: -.*35½0 2:,-*,08 B*17-3-B ,5 1-:.6*1/,A* )0/65
· : C ⊗ (Vn ⊕ Vn ) → Vn ⊕ Vn ,
©©
Страницы
- « первая
- ‹ предыдущая
- …
- 21
- 22
- 23
- 24
- 25
- …
- следующая ›
- последняя »
