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Constructing a partition of a finite nonempty set from a partition of its cardinality

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#combinatorics #elementary-set-theory #integer-partitions #set-partition
134
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Say a finite set $M$ has two partition $A_1,A_2,...A_p$ and $B_1,B_2,...B_p$ such that ...

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#combinatorics #elementary-set-theory #inequality #set-partition #extremal-combinatorics
108
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Exercise on refinement of a cover

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#general-topology #set-partition
115
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Notation for a size of a partitioning and mapping between set elements and partitions?

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#elementary-set-theory #notation #set-partition
454
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Number of contiguous set partitions of $\{1,\dots,N\}$ is same as number of ordered arithmetic partitions of $N$? (Because of stars and bars?)

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#combinatorics #solution-verification #set-partition
638
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Sum and product of 2 partitions of a set

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#set-partition
40
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Understanding A Short Proof on Integrable Functions

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#real-analysis #calculus #functions #upper-lower-bounds #set-partition
33
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Computing an average of many sums by dynamic programming (?)

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#combinatorics #summation #recursion #set-partition #dynamic-programming
75
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A specific partition of the interval $[1,n]$ of $\mathbb{N}$

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#elementary-set-theory #integers #set-partition
676
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Given a set of $n$ elements, how many partitions in $k $ subsets have at least size $x$.

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#combinatorics #set-partition #stirling-numbers
30
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Enumerable partition set $C/R$

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#equivalence-relations #set-partition
112
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Partitioning a Cartesian Product Yields Sierpiński Triangle... ish?

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#number-theory #discrete-mathematics #equivalence-relations #fractals #set-partition
35
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Learning Optimal Partitions

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#statistics #machine-learning #set-partition
94
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How to partition the numbers 1 to $^2$ into subsets of equal cardinality and equal sum

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#combinatorics #set-partition
148
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Meaning of the "greater than" operator when using sets

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#combinatorics #summation #notation #set-partition

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