David Molnar ([info]ephermata) wrote,
2005-10-23 17:55:00
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John L Rhodes has an approach for P vs. NP

Just noticed this due to a message to our department mailing list. Rhodes is a professor emeritus in the Berkeley math department. There will be a workshop this June to discuss the approach. Details here:

http://math.berkeley.edu/index.php?module=announce&ANN_user_op=view&ANN_id=56

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  • 9 comments

[info]eqe

October 24 2005, 06:11:38 UTC 6 years ago

Unfortunately, math.berkeley.edu is not listening on port 80 right now.

I guess I can understand that if your website was recently announced as the host of a P/NP potential solution.

[info]ephermata

October 24 2005, 06:19:21 UTC 6 years ago

Yup. There aren't any details up yet, just a short description of the areas of math involved. We'll see. I'm not holding my breath, but of course I'll look forward to hearing more...

[info]eqe

October 24 2005, 06:30:03 UTC 6 years ago

Since I can't read it there, and I can't seem to find anybody else talking about it, could you copy-n-paste the text of the page?

[info]cdm137

October 24 2005, 16:00:21 UTC 6 years ago

It's back up.

[info]cdm137

October 24 2005, 15:58:37 UTC 6 years ago

Now that is some cool shit!

[info]ephermata

October 25 2005, 04:19:08 UTC 6 years ago

You're more of an algebraist than I am. So I'll look forward to having you explain it all to me. :)

Anonymous

October 24 2005, 19:47:07 UTC 6 years ago

Hmmm ... there seem to be quite a few approaches to P vs. NP people have proposed, but none of them work. I can't really say about this one. But, we'll see. I hope I can make it to Berkeley then.

Anthony To

[info]ephermata

October 25 2005, 04:17:53 UTC 6 years ago

If you do, drop me a line.

Anonymous

October 26 2005, 13:52:15 UTC 6 years ago

Sure.

Anthony To
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