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Fungrim entry: 4c6267

Table of BnB_{n} for 0n400 \le n \le 40
nn BnB_{n}
01
11
22
35
415
552
6203
7877
84140
921147
10115975
11678570
124213597
1327644437
14190899322
151382958545
1610480142147
1782864869804
18682076806159
195832742205057
nn BnB_{n}
2051724158235372
21474869816156751
224506715738447323
2344152005855084346
24445958869294805289
254638590332229999353
2649631246523618756274
27545717047936059989389
286160539404599934652455
2971339801938860275191172
30846749014511809332450147
3110293358946226376485095653
32128064670049908713818925644
331629595892846007606764728147
3421195039388640360462388656799
35281600203019560266563340426570
363819714729894818339975525681317
3752868366208550447901945575624941
38746289892095625330523099540639146
3910738823330774692832768857986425209
40157450588391204931289324344702531067
Table data: (n,y)\left(n, y\right) such that Bn=yB_{n} = y
Definitions:
Fungrim symbol Notation Short description
BellNumberBnB_{n} Bell number
Source code for this entry:
Entry(ID("4c6267"),
    Description("Table of", BellNumber(n), "for", LessEqual(0, n, 40)),
    Table(TableRelation(Tuple(n, y), Equal(BellNumber(n), y)), TableHeadings(n, BellNumber(n)), TableSplit(2), List(Tuple(0, 1), Tuple(1, 1), Tuple(2, 2), Tuple(3, 5), Tuple(4, 15), Tuple(5, 52), Tuple(6, 203), Tuple(7, 877), Tuple(8, 4140), Tuple(9, 21147), Tuple(10, 115975), Tuple(11, 678570), Tuple(12, 4213597), Tuple(13, 27644437), Tuple(14, 190899322), Tuple(15, 1382958545), Tuple(16, 10480142147), Tuple(17, 82864869804), Tuple(18, 682076806159), Tuple(19, 5832742205057), Tuple(20, 51724158235372), Tuple(21, 474869816156751), Tuple(22, 4506715738447323), Tuple(23, 44152005855084346), Tuple(24, 445958869294805289), Tuple(25, 4638590332229999353), Tuple(26, 49631246523618756274), Tuple(27, 545717047936059989389), Tuple(28, 6160539404599934652455), Tuple(29, 71339801938860275191172), Tuple(30, 846749014511809332450147), Tuple(31, 10293358946226376485095653), Tuple(32, 128064670049908713818925644), Tuple(33, 1629595892846007606764728147), Tuple(34, 21195039388640360462388656799), Tuple(35, 281600203019560266563340426570), Tuple(36, 3819714729894818339975525681317), Tuple(37, 52868366208550447901945575624941), Tuple(38, 746289892095625330523099540639146), Tuple(39, 10738823330774692832768857986425209), Tuple(40, 157450588391204931289324344702531067))))

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Copyright (C) Fredrik Johansson and contributors. Fungrim is provided under the MIT license. The source code is on GitHub.

2019-08-21 11:44:15.926409 UTC