01-27-2011, 03:32 PM
Hi, Aaron, thanks for your reply. 
Here's the link to the session:
http://www.llresearch.org/transcripts/is..._0800.aspx
Removing the second superscript, we get these equations:
T3[superscript] / 3 = S
S3[superscript] / 3 = T
I've questioned the second superscript because it breaks the symmetry between the equations... I think they are only indirectly related, so you can't make a simple substitution of one into the other (partial differential equations, maybe?).
All of this looks like descriptions of fields, but I'm afraid I don't have enough expertise to figure it out...
Another thing I was wondering: if you start from the number 2 and, then, integrate it 3 times, you get:
- First integration: 2x
- Second Integration: x2[superscript]
- Third integration: x3[superscript] / 3
Which is exactly the equations given by Oxal.
Here's the link to the session:
http://www.llresearch.org/transcripts/is..._0800.aspx
Removing the second superscript, we get these equations:
T3[superscript] / 3 = S
S3[superscript] / 3 = T
I've questioned the second superscript because it breaks the symmetry between the equations... I think they are only indirectly related, so you can't make a simple substitution of one into the other (partial differential equations, maybe?).
All of this looks like descriptions of fields, but I'm afraid I don't have enough expertise to figure it out...
Another thing I was wondering: if you start from the number 2 and, then, integrate it 3 times, you get:
- First integration: 2x
- Second Integration: x2[superscript]
- Third integration: x3[superscript] / 3
Which is exactly the equations given by Oxal.