Zulip Chat Archive

Stream: new members

Topic: Could someone help for proving this problem (identity 212)?


Jasin Jiang (Dec 23 2024 at 05:33):

This is the informal statement and I am struggled with the proof.
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Daniel Weber (Dec 23 2024 at 06:05):

Do you know an informal proof?

Jasin Jiang (Dec 23 2024 at 06:15):

Daniel Weber said:

Do you know an informal proof?

I just want to know how to prove it in informal ways hahaha

Luigi Massacci (Dec 23 2024 at 07:45):

Have you tried just doing induction on m?

Daniel Weber (Dec 23 2024 at 07:46):

See https://math.stackexchange.com/a/572445/752906

Jasin Jiang (Dec 23 2024 at 07:55):

Luigi Massacci said:

Have you tried just doing induction on m?

I have to solve this problem in this week.
But now I have to solve another question. (sad)

Rob Lewis (Dec 23 2024 at 16:55):

Jasin Jiang said:

I have to solve this problem in this week.
But now I have to solve another question. (sad)

Out of curiosity, who is assigning these problems to you?

Notification Bot (Dec 23 2024 at 16:55):

This topic was moved here from #general > Could someone help for proving this problem (identity 212)? by Yury G. Kudryashov.


Last updated: May 02 2025 at 03:31 UTC