top of page
![Bertrand's Postulate + Chat GPT = FALSE proof of [n^2...(n+1)^2] always contains a prime](https://static.wixstatic.com/media/80fd94_b54443bbf21a4ca5bf7a66bcdef0a126~mv2.png/v1/fill/w_1007,h_756,fp_0.50_0.50,q_35,blur_30,enc_avif,quality_auto/80fd94_b54443bbf21a4ca5bf7a66bcdef0a126~mv2.png)
![Bertrand's Postulate + Chat GPT = FALSE proof of [n^2...(n+1)^2] always contains a prime](https://static.wixstatic.com/media/80fd94_b54443bbf21a4ca5bf7a66bcdef0a126~mv2.png/v1/fill/w_1007,h_756,fp_0.50_0.50,q_95,enc_avif,quality_auto/80fd94_b54443bbf21a4ca5bf7a66bcdef0a126~mv2.png)
Bertrand's Postulate + Chat GPT = FALSE proof of [n^2...(n+1)^2] always contains a prime
I have been focusing on another interesting problem (https://www.ibenedek.com/post/extension-of-the-problem-of-a-b-in-n-2-n-1-2-1-then-a-...
Istvan Benedek
Jan 13, 20241 min read
bottom of page