bayakiv
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@Cyroos, I will be happy to continue working with you. But I have never been able to profit from my scientific interest.
The discussion centers on the relationship between gauge groups, specifically SU(2), and Calabi-Yau compactifications in string theory and M-theory. It establishes that d=6 Calabi-Yau spaces are integral to d=10 string theory, while d=7 G2 manifolds are used in d=11 M-theory. The conversation highlights two primary methods for generating gauge groups: using brane stacks and embedding spin connections in stringy gauge groups. Furthermore, it emphasizes the significance of the Dirac operator in counting fermionic representations and the implications for particle physics.
PREREQUISITESThe discussion is beneficial for theoretical physicists, string theorists, and mathematicians interested in the interplay between geometry and particle physics, particularly those focusing on gauge groups and compactifications in string theory.

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 , ,, ,,