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Card 36

Front

Define the partitions of a natural number

Back

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Card 37

Front

Define the partitions of a set

Back

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Card 38

Front

What is a Ferrers diagram?

Back

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Card 39

Front

What is the transpose (conjugate) of a Ferrers diagram?

Back

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Card 40

Front

What does the number of partitions of an integer n into at most r parts is equal to?

Back

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Card 41

Front

What does the number of self-conjugate partitions of an integer n is equal to?

Back

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Card 42

Front

Finish the sentence: "Given an integer n, the difference between the number of partitions of n into an even number of pairwise distinct parts and odd number of pairwise distinct parts is ..."

Back

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Card 43

Front

Why does S(n,n-1) = nC2?

Back

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Card 44

Front

Why does S(n,2) = 2^(n-1)-1 for n≥2?

Back

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Card 45

Front

What do the following equal to?
S(n,0)
S(0,0)
S(n,n)
S(n,1)

Back

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