Category:Integer sequences
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ordered succession of integers, defined by a formula, recurrence, or property of its members | |||
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| Subclass of | number sequence | ||
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Subcategories
This category has the following 15 subcategories, out of 15 total.
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Media in category "Integer sequences"
The following 67 files are in this category, out of 67 total.
A117825.svg 485 × 269; 2 MB
Abundant number Cuisenaire rods 12.png 772 × 486; 6 KB
Achilles number Cuisenaire rods 72.png 935 × 582; 10 KB
Admirable number Cuisenaire rods 12.svg 383 × 383; 9 KB
AlhazenSummation.png 356 × 360; 96 KB
Almost prime number Cuisenaire rods 6.png 484 × 200; 2 KB
Amicable numbers rods 220 and 284.png 393 × 504; 5 KB
Arithmetic number Cuisenaire rods 6.png 580 × 486; 4 KB
Arithmetic progression.svg 512 × 683; 6 KB
Atomic Boolean functions in Sierpinski triangle.svg 594 × 757; 1.02 MB
Balanced ternary A117966.svg 124 × 514; 515 KB
Bell number sequence 14.jpg 1,080 × 810; 396 KB
Bell number sequence 9.jpg 1,080 × 810; 434 KB
Bell numbers subset partial order.svg 1,434 × 596; 43 KB
BellNumberAnimated.gif 180 × 120; 29 KB
Composite number Cuisenaire rods 10.png 676 × 200; 2 KB
CubeChart cy.svg 283 × 248; 70 KB
CubeChart.svg 283 × 248; 76 KB
Cubes.gif 356 × 292; 722 KB
Démonstration géométrique de la somme partielle des carrés.png 814 × 287; 3 KB
Euler diagram numbers with many divisors.svg 512 × 410; 4 KB
Example SAT Grid-in Mathematics question.svg 842 × 677; 5 KB
Gaußsche Summenformel geometrisch.svg 268 × 136; 27 KB
Gould sawtooth.svg 621 × 630; 5 KB
Graph of Phan's sequence A225854.png 600 × 800; 14 KB
Highly abundant number Cuisenaire rods 8.png 724 × 532; 7 KB
Highly composite number Cuisenaire rods 6.png 292 × 628; 2 KB
- Infinityseries.mid 0.0 s; 411 bytes
Infinityseries.png 750 × 75; 4 KB
Lazy Caterer's Sequence (Cuts).gif 320 × 380; 29 KB
LDU decomposition of Walsh 16.svg 1,364 × 319; 565 KB
Linus Barbosa's Step Square Sequence (SSS or Triple S) Method.GIF 601 × 303; 15 KB
LuckySieve.gif 299 × 364; 1.73 MB
Multiply perfect number Cuisenaire rods 6.png 580 × 438; 4 KB
Numbers and their cubes.png 1,597 × 1,426; 43 KB
Numbers and their squares.png 2,493 × 1,467; 49 KB
OEIS A005846 n=prime.svg 578 × 359; 75 KB
OEIS A156053.svg 475 × 287; 73 KB
OEIS A156703.svg 620 × 384; 86 KB
Pad4.gif 288 × 288; 4 KB
Padovan Sequence 2.jpg 816 × 492; 44 KB
Padovan triangles (1).png 720 × 540; 22 KB
Padovan triangles (1).svg 2,025 × 1,688; 12 KB
Padovan triangles.png 624 × 523; 31 KB
Partitions of 10.svg 461 × 815; 439 KB
Partitions of 6.svg 319 × 266; 157 KB
Perfect number Cuisenaire rods 6.png 437 × 345; 7 KB
Perfect power number Cuisenaire rods 9.png 628 × 533; 5 KB
Perrin triangles.png 2,208 × 1,262; 110 KB
Powerful number Cuisenaire rods 9.png 676 × 820; 10 KB
Practical number Cuisenaire rods 12.png 772 × 918; 39 KB
Prime number Cuisenaire rods 7.png 580 × 388; 4 KB
Pronic number Cuisenaire rods 6.png 628 × 244; 2 KB
Pronic partial sum.png 791 × 250; 8 KB
Refactorable number Cuisenaire rods 12.png 772 × 1,204; 13 KB
Refactorable number Cuisenaire rods 9.png 604 × 820; 7 KB
SAT Grid-in mathematics question.png 500 × 400; 71 KB
Set partitions with no singletons until place n.svg 1,616 × 1,148; 1.06 MB
Sloanes gap.png 566 × 374; 50 KB
SquareChart-tr.svg 531 × 248; 83 KB
SquareChart.svg 531 × 248; 81 KB
Sum of odd numbers.jpg 1,956 × 2,412; 556 KB
Unusual number Cuisenaire rods 10.png 676 × 281; 4 KB
Walsh 16 * Gould's-Morse.svg 506 × 319; 416 KB
Walsh 8 * Gould's-Morse.svg 354 × 177; 311 KB
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