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Calculate number of partitions where partitions have certain size

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#combinatorics #combinations #set-partition
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How to calculate the number of set partitions of an arbitrary set?

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#combinatorics #algorithms #set-partition
32
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Equivalence of Dedekind cuts and Dedekind left sets

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#set-theory #real-numbers #set-partition
70
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Some questions about resolvable group divisible designs

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#combinatorics #set-partition #combinatorial-designs
134
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A number partition problem

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#integer-partitions #set-partition
58
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Toy exercise on ultrafilters for $\mathbb{N}$

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#set-theory #filters #set-partition
155
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What does $\wedge$ mean for measurable partitions?

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#notation #ergodic-theory #set-partition
85
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Partition a positive integer sequence into subsequencies of equal weight

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#optimization #computational-complexity #set-partition
180
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Link Between Integer Partition and Partition of a Set

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#integer-partitions #set-partition
135
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How to assign tasks to a set of machines, given that the more tasks you assign to a machine the slower they will run? Bin covering with merging bins?

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#combinatorics #algorithms #discrete-optimization #set-partition
68
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Derivation of Integer Partition from Partition of a Set

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#integer-partitions #set-partition
118
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Number of partition of $[1,m]$ of cardinality $n$.

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#combinatorics #set-partition
18
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Existence of two element Partitions for Sets X and Y where Functions f and g map partition elements to each others

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#functions #elementary-set-theory #set-partition
132
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Partition the set $\{1,2,\ldots, 2n\}$ into $n$ subsets of size 2, such that each pair differs by 1 or $n$.

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#combinatorics #set-partition
78
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Can the real numbers be partitioned into two sets which are both closed under multiplication?

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#real-numbers #set-partition

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