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15
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Confusion about a factor in a composition of series/Faa di Bruno formula

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#combinatorics #power-series #set-partition #multinomial-coefficients #bell-numbers
29
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Minimum # of subsets in partition $\{2, 3, 4..., 2^n\}$ so that every subset contain only numbers that are not multiples of each other.

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#number-theory #set-partition
26
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1 dimensional object requires more than 2 cuts

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#general-topology #set-partition
70
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What is the operation through which a Coset is created?

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#abstract-algebra #group-theory #set-partition #quotient-group
38
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How to check the following sets partition another set?

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#elementary-set-theory #set-partition
161
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cardinality of the set of all partitions of N which contain only finite sets

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#set-theory #cardinals #set-partition
15
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Is this Partition affirmation correct?

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#linear-algebra #elementary-set-theory #set-partition
134
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Can you convert a packing with overlap to a packing without overlap?

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#combinatorics #set-partition #packing-problem
346
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A recurrence for the number of non-crossing partitions without singletons, using Dyck paths

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#combinatorics #discrete-mathematics #combinatorial-proofs #set-partition #catalan-numbers
50
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Number of partitions for given list into three ways

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#set-partition
32
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Tree and total probability rule (two events)

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#probability #trees #set-partition
134
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Estimating the number of parts in a partition of a set

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#probability #set-partition
121
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Combinatorial proof for formulas involving partitioning a multiset into 2 equal sums

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#combinatorics #combinatorial-proofs #set-partition #multisets
448
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If the cosets of $S\subseteq G$ partition $G$, must $S$ be a coset of a subgroup of $G$?

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#abstract-algebra #group-theory #set-partition
37
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number of maps from [n] to [6], if there are conditions on at least how many elements must have each image?

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#combinatorics #set-partition

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