A000009

GPTKB entity

Statements (126)
Predicate Object
gptkbp:instanceOf integer sequence
gptkbp:author gptkb:N._J._A._Sloane
gptkbp:citation gptkb:A001047
A000041
A000219
A000700
A000837
A001970
A002865
A008289
A025429
A025430
A025431
A025432
A025433
A025434
A025435
A025436
A025437
A025438
A025439
A025440
A025441
A025442
A025443
A025444
A025445
A025446
A025447
A025448
A025449
A025450
A025451
A025452
A025453
A025454
A025455
A025456
A025457
A025458
A025459
A025460
A025461
A025462
A025463
A025464
A025465
A025466
A025467
A025468
A025469
A025470
A025471
A025472
A025473
A025474
A025475
A025476
A025477
A025478
A025479
A025480
A025481
A025482
A025483
A025484
A025485
A025486
A025487
A025488
A025489
A025490
A025491
A025492
A025493
A025494
A025495
A025496
A025497
A025498
A025499
A025500
A025501
A025502
A025503
A025504
A025505
A025506
A025507
A025508
A025509
A025510
A025511
A025512
gptkbp:describes Number of ways of writing n as a sum of distinct positive integers
gptkbp:eighteenth_term 38
gptkbp:eighth_term 5
gptkbp:eleventh_term 10
gptkbp:fifteenth_term 22
gptkbp:fifthBook 2
gptkbp:first_terms 1
gptkbp:form Generating function: Product_{k>=1} (1 + x^k) = Sum_{n>=0} a(n) x^n
gptkbp:fourteenth_term 18
gptkbp:fourthPlace 2
gptkbp:hasKeyword easy
nice
nonn
https://www.w3.org/2000/01/rdf-schema#label A000009
gptkbp:name Number of partitions into distinct parts
gptkbp:nineteenth_term 46
gptkbp:ninth_term 7
gptkbp:OEIS gptkb:A000009
gptkbp:relatedTo partition function
gptkbp:sequence integer sequence
gptkbp:seventeenth_term 32
gptkbp:seventhBook 4
gptkbp:sixteenth_term 27
gptkbp:sixthBook 3
gptkbp:tenth_term 8
gptkbp:thirdPlace 1
gptkbp:thirteenth_term 15
gptkbp:twelfth_term 12
gptkbp:twentieth_term 54
gptkbp:bfsParent gptkb:A008908
gptkb:OEIS_A000009
gptkbp:bfsLayer 8