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2. P (BCD) ;
3. Q, P;
4. (BCD);
5. (h0S f0S), P ;
1. 3 (297420 ) (.1.1).
2. .
3. . 1.1.
4. .1.2. . 1.4 1.30 1. 1 . 1.31.
1.2 1
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A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
A B C D | A B C D | ||||||||
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1.1 3
1.2
( . 1.2 ) :
(1) ( );
(2) 2.201 80;
(3) ( );
(4) (, λ), . λ ( );
(5) ( 2.109 73*);
(6) ;
(7) ( , );
(8) ( );
(9) , ( );
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(11) ;
(12) ;
(13) ;
(14 - 18) .
, . 1.2 .
2.304 81 . . 1.3.
. 1.3
1
1. , BCD. h0P f0 (.1.8).
1. f0. C1D1 0 ( N1), N1 0 C2D2 . N (.1.4).
2. BD N (.1.5).
3. N N f0 (.1.6).
4-5. BC DB M M. - h0P (.1.7- 1.8).
. 1-5 .
. 1.4 |
. 1.5 |
. 1.6 |
. 1.7 |
. 1.8 |
2. 1 (. 1.12).
1. f0P 12 11, 0 (. 1.9).
2. 11 h0P ( 21) (..) (...) (. 1.10).
3. .. 21 0 12. .... (. 1.11).
4. ..... (. 1.12).
5. α 1 ..... .. (. 1.12).
. 1.9 |
. 1.10 |
. 1.11 |
. 1.12 |
3. Q, (. 1.17).
1. ... Q, h0P (. 1.13).
2. 2 ... 0 (. 1.14).
3. N1, , ... N2 (. 1.15).
4. N2 f0Q || f0P f0Q 0 QX ( ) (. 1.16).
5. QX h0Q || h0P (. 1.17).
. 1.13 |
. 1.14 |
. 1.15 |
. 1.16 |
. 1.17 |
|
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4. (. 1.23).
1. (. 1.18).
2. (. 1.19).
3. ( MN) (. 1.20).
4. ( 2) ( 2) (. 1.21).
5. 2 MN ( 1) (. 1.22)..
6. .. (. 1.23).
. 1.18 |
. 1.19 |
. 1.20 |
. 1.21 |
. 1.22 |
. 1.23 |
5. (f0S h0S) , (. 1.30).
1. PX (. 1.24).
2. F (. 1.25).
3. .. PXF (. 1.26).
4. .. F0PX 30 (. 1.27).
5. 30 PXF 31 32 (. 1.28).
6. 31 32 (...) (...) S N2 (. 1.29).
7. N2 f0S || f0P, SX h0S || h0P (. 1.30).
. 1.24 |
. 1.25 |
. 1.26 |
. 1.27 |
. 1.28 |
. 1.29 |
. 1.30 |
. 1.31 |
2. ( 2)
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: () ABCD.
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:
1. .
2. , , BCD.
3. BCD.
4. ABC DBC. .