Hockey Stick Identity in Combinatorics
6.8 هزار بار بازدید -
3 سال پیش
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The hockey stick identity in
The hockey stick identity in combinatorics tells us that if we take the sum of the entries of a diagonal in Pascal's triangle, then the answer will be another entry in Pascal's triangle that forms a hockey stick shape with the diagonal. Although proofs by induction or Pascal's identity are possible, we show a combinatorial proof here via forming committees.
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Like, subscribe, and share! To find out more about us:
- Visit https://existsforall.com to check out our services
- Reach out on Twitter at @ExistsforallA
Copyright © Existsforall Academy Inc. All rights reserved.
3 سال پیش
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