M-theory and Calabi-Yau compactifications

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  • Thread starter dx
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In summary: No, I do not want to know. I just want to know the general details.In summary, bundles in Calabi-Yau spaces are related to gauge groups in string theory. The Calabi-Yau compactification gives rise to SU(2).
  • #36
Dear Cyross, I have no doubt about your honesty.
 
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  • #37
Thanx . .. . .. I have just arrived Japan
I only hope that my middle-man shall do a good job for us both . . .
I have NO experience of doing business , ,, ,,
 
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  • #38
Well this thread has taken an unexpected turn... :oldconfused:
 
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  • #39
wat's the problem , Eloheim ?
 
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  • #40
Thread closed for Moderation...
 
  • #41
Thread is closed after questionable user has been banned.

Cyroos said:
I'll show U how to profit . . . ..
Cyroos said:
Dear Bayakiv !
i am no plotter / no scammer / no intriguer . ..
I just know how to put our in-common brand/branch of topology to best commercial use in Japan . . .
You decide for yourself to work with me in the long run OR not to . . .

Respect
Regards
Cyroos
Cyroos said:
Thanx . .. . .. I have just arrived Japan
I only hope that my middle-man shall do a good job for us both . . .
I have NO experience of doing business , ,, ,,
 

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