Tuesday, June 2, 2015

Questions To The Last Test of Course 18 -- the Ricci Scalar and Kaeler Differentiation

1) What is a Regge Transformation?

2)  What is a Kaeler Manifold?

3)  What is the relationship of a Klein Bottle eigenstate, toward the relatively local dilatons and dilatinos -- when there is a Yakawa-based tendency of Noether Flow?

4)  What is the relationship of a Klein Bottle eigenstate toward the relatively local dilatons and dilatinos -- when there is a Yakawa-based tendency of tachyonic-flow?

5)  What is a Bette Manifold?

6)  What is the Bianchi Identity?

7)  What is the Klein-Gordan Theorem?

8)  How may a perturbation in a relatively local Kaeler-Metric eigenmetric work to effect the tendency of the relatively neighboring Gaussian Transformation eigenmetrics?

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