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Your data matches 1 statistic following compositions of up to 3 maps.
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Matching statistic: St000191
Values
([2],3)
=> 2
([1,1],3)
=> 2
([3,1],3)
=> 2
([2,1,1],3)
=> 2
([4,2],3)
=> 2
([3,1,1],3)
=> 3
([2,2,1,1],3)
=> 2
([5,3,1],3)
=> 2
([4,2,1,1],3)
=> 2
([3,2,2,1,1],3)
=> 2
([6,4,2],3)
=> 2
([5,3,1,1],3)
=> 3
([4,2,2,1,1],3)
=> 3
([3,3,2,2,1,1],3)
=> 2
([2],4)
=> 2
([1,1],4)
=> 2
([3],4)
=> 2
([2,1],4)
=> 4
([1,1,1],4)
=> 2
([4,1],4)
=> 2
([2,2],4)
=> 3
([3,1,1],4)
=> 3
([2,1,1,1],4)
=> 2
([5,2],4)
=> 2
([4,1,1],4)
=> 3
([3,2,1],4)
=> 4
([3,1,1,1],4)
=> 3
([2,2,1,1,1],4)
=> 2
([6,3],4)
=> 2
([5,2,1],4)
=> 4
([4,1,1,1],4)
=> 4
([4,2,2],4)
=> 3
([3,3,1,1],4)
=> 3
([3,2,1,1,1],4)
=> 4
([2,2,2,1,1,1],4)
=> 2
([2],5)
=> 2
([1,1],5)
=> 2
([3],5)
=> 2
([2,1],5)
=> 3
([1,1,1],5)
=> 2
([4],5)
=> 2
([3,1],5)
=> 4
([2,2],5)
=> 2
([2,1,1],5)
=> 4
([1,1,1,1],5)
=> 2
([5,1],5)
=> 2
([3,2],5)
=> 4
([4,1,1],5)
=> 3
([2,2,1],5)
=> 4
([3,1,1,1],5)
=> 3
Description
The number of strong covers of a core.
A strong cover has a length of one more than the core being covered and contains the core that is being covered.
The length of a $k$-core is the number of elements in that core which have a hook length of less than $k$. Alternatively the length of a core is the size of it's associated $k-1$-bounded partition.
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