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This Concept Map, created with IHMC CmapTools, has information related to: TGD as unified theory of fundamental interactions, Einstein's dream about geometri- zation of classical physics leading to geometrization of of known classical fields, space-times can be regarded as 4-D surfaces in 8-D space- time M^4xCP_2 implying huge reduction of the usual classical field degrees of freedom, new degrees of freedom related to the shape of space-time sur- face as sub-ma- nifold implying geometrization of known classical fields, new degrees of freedom related to the shape of space-time sur- face as sub-ma- nifold implying geometrization of elementary particle quantum numbers, TGD AS A UNIFIED THEORY OF FUNDAMENTAL INTERACTIONS is an attempt to construct Poincare invariant theory of gravitation, a generalization string models replacing strings with 3-dimensional surfaces in certain 8-D space-time, Einstein's dream about geometri- zation of classical physics leading to geometrization of of quantum physics itself, Poincare invariant theory of gravitation with motivation coming from the energy problem of general relativity: matter curves space- time so that transla- tions and Lorentz transformations do not act any more as sym- metries and Noether's theorem does not give anmore rise to conser- vation laws, TGD AS A UNIFIED THEORY OF FUNDAMENTAL INTERACTIONS can be seen as sub-manifold gravity, TGD AS A UNIFIED THEORY OF FUNDAMENTAL INTERACTIONS can be seen as a generalization string models, Einstein's dream about geometri- zation of classical physics leading to geometrization of of elementary particle quantum numbers, sub-manifold gravity meaning that space-times can be regarded as 4-D surfaces in 8-D space- time M^4xCP_2, TGD AS A UNIFIED THEORY OF FUNDAMENTAL INTERACTIONS realizes and extends Einstein's dream about geometri- zation of classical physics leading to geometrization of, space-times can be regarded as 4-D surfaces in 8-D space- time M^4xCP_2 implying new degrees of freedom related to the shape of space-time sur- face as sub-ma- nifold
