grandes-ecoles 2017 QIA

grandes-ecoles · France · centrale-maths1__pc Permutations & Arrangements Combinatorial Proof or Identity Derivation

Let $k$ and $n$ be two strictly positive integers. Show that there exists only a finite number of partitions of the set $\llbracket 1 , n \rrbracket$ into $k$ parts.

Let $k$ and $n$ be two strictly positive integers. Show that there exists only a finite number of partitions of the set $\llbracket 1 , n \rrbracket$ into $k$ parts.

Paper Questions

QIA QIB QIC QID QIIA QIIB QIIC QIID QIIE QIIF QIIIA QIIIB QIIIC QIIID QIVA QIVB QIVC QVA QVB QVC QVD QVE