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10
Math.TechQA.Club
2025-02-06 19:50:38
612
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Number of partitions of a set, where the partitions have specific sizes
Published on
06 Feb 2025 - 19:50
#combinatorics
#set-partition
160
Views
Counting partitions of a finite set in $\lambda_j$ $j$-element sets
Published on
06 Feb 2025 - 19:22
#combinatorics
#combinations
#set-partition
1.8k
Views
Intersection of set partitions
Published on
07 Feb 2025 - 0:31
#elementary-set-theory
#set-partition
55
Views
Known classic problem or not?
Published on
05 Feb 2025 - 20:56
#problem-solving
#set-partition
183
Views
Partition of $S = \{1,2,\dots, 3n\}$ in to three subsets $A, B, C$ such that $|A| = |B| = |C| = n$
Published on
05 Feb 2025 - 20:56
#combinatorics
#set-partition
85
Views
Recurrence Relations; partitions of a set
Published on
05 Feb 2025 - 20:56
#recurrence-relations
#set-partition
37
Views
Partition inducing equivalence
Published on
05 Feb 2025 - 20:56
#elementary-set-theory
#equivalence-relations
#set-partition
84
Views
Partitioning a multiset avoiding monochrome non-singleton parts
Published on
05 Feb 2025 - 20:56
#combinatorics
#set-partition
597
Views
Given $S=\{0,1,2,3,4,5\}$, find the partition induced by the equivalence relation $R$
Published on
05 Feb 2025 - 20:56
#discrete-mathematics
#equivalence-relations
#set-partition
376
Views
Partition into "fibers" $f^{-1}(y) \in Y$
Published on
05 Feb 2025 - 20:56
#functions
#elementary-set-theory
#terminology
#equivalence-relations
#set-partition
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