Category:Integer partitions
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decomposition of an integer as a sum of positive integers | |||||
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English: A partition of an integer n is a way of writing n as a sum of positive integers.
Media in category "Integer partitions"
The following 24 files are in this category, out of 24 total.
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Euler partition function.svg 512 × 1,536; 15 KB
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Ferrer partitioning diagrams.svg 430 × 430; 11 KB
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Multisets with m elements corresponding to integer partitions n.svg 1,435 × 345; 181 KB
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Particion.png 579 × 518; 21 KB
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Particionn.png 517 × 489; 20 KB
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Partition necklaces by integer partition.svg 726 × 1,045; 331 KB
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Partition necklaces by integer partition; all, all.svg 5,740 × 1,329; 1.6 MB
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Partition necklaces by integer partition; all, noncrossing.svg 5,740 × 1,329; 1.37 MB
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Partition necklaces by integer partition; up to rot & ref, all.svg 5,740 × 1,329; 1.3 MB
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Partition necklaces by integer partition; up to rot & ref, noncrossing.svg 5,740 × 1,329; 1.07 MB
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Partition necklaces by integer partition; up to rot, all.svg 5,740 × 1,329; 1.34 MB
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Partition necklaces by integer partition; up to rot, noncrossing.svg 5,740 × 1,329; 1.11 MB
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Partition.png 144 × 89; 2 KB
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Partition2.png 87 × 140; 2 KB
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Partitions of 10.svg 461 × 815; 439 KB
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Partitions of 4 (colors).svg 97 × 96; 212 KB
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Partitions of 5 (colors).svg 98 × 134; 792 bytes
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Partitions of 6.svg 319 × 266; 157 KB
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Partitions of n with biggest addend k.svg 1,350 × 1,108; 124 KB
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Partitions of n with k addends.svg 1,350 × 1,108; 173 KB
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PartitionsPowerSeriesComplexPlot.svg 1,813 × 1,804; 821 KB
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Permutations and partitions in the OEIS.svg 1,348 × 1,057; 734 KB
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Refined rencontres numbers.svg 1,311 × 567; 478 KB
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Subgroups of Z2^4; digit weights in equivalence classes.svg 755 × 891; 324 KB