How gravitational instanton could solve the mass problem of the standard model of high energy particle physics

Transferring certain solitonic solution of Einstein’s field equations in Euclidean “real” space–time to the mathematical infinite-dimensional Hilbert space, it is possible to observe a new non-standard process by which a definite mass can be assigned to massless particles. Thus by invoking Einstein’s gravity in “solitonic” gauge theory and vice versa, an alternative explanation for how massless particles acquire mass is found which is also in harmony with the basic structure of our standard model as it stands at present. Subsequently detailed comparative analysis shows that the above so-called gravitational instanton may be interpreted within the infinite-dimensional hierarchical ε(∞) real space–time as related to the fusion of all fundamental interactions at ultra high energy. It is a curious fact that this unification of all fundamental forces seems to be observable at the energy level of the disintegration of the so-called symplictic vacuum in the presence of very strong electromagnetic field.