УК гд а Уж × в
УК гд а Уж × в
УК гд а Уж × в
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2ÓÖÐÐÚÐÙ<strong>×</strong>Ókº ÏÒÓØØØ∆ k/2 (Z)<strong>×</strong><strong>×</strong>ÝÑÑØÖÙÒÖØÜÒz z 2 → −z<br />
∆ 5 =<br />
+<br />
+<br />
+<br />
+<br />
+<br />
+<br />
r 3 2<br />
C<br />
ÜÔÐØÓÖÑÙÐÓÖ∆ 3Ò<strong>×</strong>Òع<strong>×</strong>ÝÑÑØÖÙÒÖ<br />
k/2 (Z)<br />
↔ z<br />
1<br />
(<br />
−√ 1 + √ ) ( √q √ 9<br />
r s + − 93 + √ 90 − 90 √ )<br />
r + 93 r 3 5<br />
r r 5 2 r 3 2 − 9 r 2<br />
2 r<br />
(<br />
9<br />
r −3 2 + √r − 9 √ ( √<br />
r − r 2) 3 q 3 √<br />
)<br />
3<br />
2 s + q s 2<br />
( −9<br />
− √ 27 + 27 √ ( √<br />
r + 9 r 2) 3 q 5 √<br />
)<br />
5<br />
2 s + q s 2<br />
r<br />
(<br />
27<br />
−r −5 2 +<br />
r 3 2<br />
( 9<br />
− 12<br />
r 5 2 r 3 2<br />
( −27<br />
− 90<br />
r 5 2 r 3 2<br />
+ 12 √ r<br />
− 12 √ r − 27 r 3 2 + r<br />
5<br />
2) (<br />
q 7 2<br />
+ 90 √ r<br />
− 90 √ r + 12 r 3 2 − 9 r<br />
5<br />
2) (<br />
q 9 2<br />
− 135 √ r<br />
+ 135 √ r + 90 r 3 2 + 27 r<br />
5<br />
2) (<br />
q 11 2<br />
√ √<br />
)<br />
7<br />
s + q s 2<br />
√ √<br />
)<br />
9<br />
s + q s 2<br />
√ √<br />
)<br />
11<br />
s + q s 2<br />
(<br />
12<br />
r −7 2 + + 135 − √ 54 + 54 √ r − 135 r 3 5 7<br />
(<br />
r 5 2 r 3 2 − 12 r 2 − r 2)<br />
q 13 2<br />
2 r<br />
q 3 2 s<br />
3<br />
2<br />
√ √<br />
)<br />
13<br />
s + q s 2 + . . .<br />
¾¼
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