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New posts in set-partition
What is the best way to partition the $4$-subsets of $\{1,2,3,\dots,n\}$?
combinatorics
coloring
set-partition
extremal-combinatorics
Does there exist a continuous partition of the sphere into sets of cardinality 4?
algebraic-topology
fixed-point-theorems
set-partition
fixed-points
Is this Partition affirmation correct? [closed]
linear-algebra
elementary-set-theory
set-partition
Topology on the set of partitions
general-topology
measure-theory
compactness
equivalence-relations
set-partition
How many ways to merge N companies into one big company: Bell or Catalan?
combinatorics
elementary-set-theory
set-partition
Average Number of Blocks in a Partition Containing a Large Block
combinatorics
set-partition
Can every infinite set be divided into pairwise disjoint subsets of size $n\in\mathbb{N}$?
set-theory
axiom-of-choice
set-partition
How to calculate the number of possible multiset partitions into N disjoint sets?
combinatorics
proof-verification
algorithms
prime-factorization
set-partition
Integer parts of multiples of irrationals
number-theory
analysis
irrational-numbers
ceiling-and-floor-functions
set-partition
Finding the amount partitions of a multiset
combinatorics
combinations
set-partition
A recurrence for the number of non-crossing partitions without singletons, using Dyck paths
combinatorics
discrete-mathematics
combinatorial-proofs
set-partition
catalan-numbers
Lemma used to prove $\left|HK\right|=\frac{\left|H\right|\left|K\right|}{\left|H \cap K\right|}$
group-theory
set-partition
Partitioning a multiset into multisets of fixed sizes
combinatorics
set-partition
multisets
Number of partitions for given list into three ways
set-partition
A partition problem
combinatorics
set-partition
Tree and total probability rule (two events)
probability
trees
set-partition
An Inequality Involving Bell Numbers: $B_n^2 \leq B_{n-1}B_{n+1}$
combinatorics
inequality
set-partition
A formal name for "smallest" and "largest" partition
elementary-set-theory
terminology
set-partition
How many ways can N elements be partitioned into subsets of size K?
combinatorics
set-partition
Exploring $ \sum_{n=0}^\infty \frac{n^p}{n!} = B_pe$, particularly $p = 2$.
sequences-and-series
combinatorics
soft-question
online-resources
set-partition
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