Speaker
Description
In our discovered algebraic classification of n-dimensional Calabi-Yau spaces, we obtained an indication of the existence of exotic algebras and accompanying symmetries. To search for a possible primordial connection of such algebras and symmetries with number theory, we developed a theory of cyclic complex numbers and their non-Abelian extensions. Such theories are related to the cyclic complexification of any n-dimensional Euclidean space R^n, for which the corresponding theory of Cn-cyclic complex functional analysis is constructed. As a further development of our research reported at the previous Baldin's Seminars, we propose to discuss some new unusual applications of the non-Abelian ternary symmetry TSU(3) in hadron physics, in particular, in the quark-gluon dynamics of the proton-neutron, which may require appropriate upgrades of the NICA collider.
