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13
∑
=
+−+−+
+
−
−
+
+−
=
n
k
n
k
n
xkhaxkhaEB
n
ab
n
xb
xK
1
.1))((
)!1()!2(
2)(
)( (6)
Числа Бернулли
n = 1
2
1
10
== BB
n = 2
6
1
20
== BB
6
4
1
=B
n = 3
8
1
30
== BB
8
3
21
== BB
n = 4
90
7
40
== BB
90
32
31
== BB
90
12
2
=B
n = 5
288
19
50
== BB
288
75
41
== BB
288
50
32
== BB
n = 6
840
272
840
41
3
60
=
==
B
BB
840
216
51
== BB
840
27
42
== BB
n = 7
17280
751
70
== BB
17280
2989
43
== BB
17280
3577
61
== BB
17280
1323
52
== BB
n = 8
28350
10496
28350
989
53
80
==
==
BB
BB
28350
4540
28350
5888
4
71
−=
==
B
BB
28350
928
62
−== BB
n = 9
89600
19344
89600
2857
63
90
==
==
BB
BB
89600
5778
89600
15741
54
81
==
==
BB
BB
89600
1080
72
== BB
(b − x) n + 2 b − a n K ( x) = (n + 2)! − ∑ (n + 1)! k =1 Bk E (a + kh − x)(a + kh − x) n + 1. (6) Числа Бернулли n=1 1 B0 = B1 = 2 n=2 1 4 B0 = B2 = B1 = 6 6 n=3 1 3 B0 = B3 = B1 = B2 = 8 8 n=4 7 32 12 B0 = B4 = B1 = B3 = B2 = 90 90 90 n=5 19 75 50 B0 = B5 = B1 = B4 = B2 = B3 = 288 288 288 n=6 41 216 27 B0 = B6 = B1 = B5 = B2 = B4 = 840 840 840 272 B3 = 840 n=7 751 3577 1323 B0 = B7 = B1 = B6 = B2 = B5 = 17280 17280 17280 2989 B3 = B4 = 17280 n=8 989 5888 928 B0 = B8 = B1 = B7 = B2 = B6 = − 28350 28350 28350 10496 4540 B3 = B5 = B4 = − 28350 28350 n=9 2857 15741 1080 B0 = B9 = B1 = B8 = B2 = B7 = 89600 89600 89600 19344 5778 B3 = B6 = B4 = B5 = 89600 89600 13
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