Monday, March 31, 2014

Chan-Patton Rules

If something is Yau-Exact, then, it is as according to Chan-Patton rules.  Yet, not all superstrings that obey Chan-Patton rules are Yau-Exact.  A superstring works to obey Chan-Patton rules if its mapped-out path does not have any Lagrangian-based singularities. Yet, some superstrings have a lack of Lagrangian-based singularities, yet, still have metrical-based singularities -- such as plain kinetic energy.  The latter eluded to format is a case of a phenomenon that is Chan-Patton, yet, it is not Yau-Exact.  To Be Continued.
Samuel David Roach.

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