Michele Nardelli

From Maxwell’s Equations to the String Theory and Particle Physics: New mathematical connections with some sectors of Number Theory Michele Nardelli, Antonio Nardelli Abstract In this paper we have described some new mathematical connections between Maxwell’s Equations, some sectors of the String Theory and Particle Physics, and some sectors of Number Theory, precisely various Ramanujan’s expressions and equations. Conclusion In conclusion, the reason why performing the double integrals of the various equations of Maxwell's electromagnetic theory are lepton-like solutions (protons, neutrons, electrons, positrons) and plots involving open curves, it allows to deduce that in the toroidal infinite-dimensional Hilbert space , as for branes, infinite open strings are anchored, therefore fermionics. We know that the interactions between open strings can always result in closed strings, therefore from the collision of two open strings, as happens for the annihilation between electro