Proof: Recurrence Relation for Bell Numbers (Partitions) | Combinatorics
Автор: Wrath of Math
Загружено: 2020-09-14
Просмотров: 6465
We'll be going over a proof of the recurrence relation for the Bell numbers in today's combinatorics lesson. Recall that the bell number Bn is the number of partitions of a set with n objects. By considering an arbitrary partition, and singling out one of its parts, we'll be able to use previous Bell numbers to calculate later Bell numbers with a sum of binomial coefficients multiplied by Bell numbers.
Lesson on partitions of a set: • Partitions of a Set | Set Theory
Introducing Bell numbers and counting partitions: • Counting Partitions of Sets and Bell Numbe...
Explaining the recurrence relation with examples: • Bell Numbers and their Recurrence Relation...
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