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Does M8-H Duality Reduce Classical TGD to Octonionic Algebraic Geometry? (Part II)

Matti Pitkänen


TGD leads to several proposals for the exact solution of field equations defining space-time surfaces as preferred extremals of twistor lift of Kahler action. So called M8-H duality is one of these approaches. The beauty of M8-H duality is that it could reduce classical TGD to algebraic geometry and would immediately provide deep insights to cognitive representation identified as sets of rational points of these surfaces.

In part II of this two-part article, I shall consider several challenges in the construction and interpretation of the octonionic geometry.

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