Speaker
Description
The rate of dilepton production is calculated from a hot magnetized hadronic medium in the framework of real time formalism of finite temperature field theory. The principal component in dilepton production is the thermo-magnetic spectral function of $\rho^0$ obtained by solving the Dyson-Schwinger equation. This is followed by evaluating the one loop self-energy of $\rho^0$ containing thermo-magnetic propagators of charged pion in the loop. The study of analytic structure of thermo-magnetic spectral function shows that there is a non-trivial yield in dileption production in low invariant mass region due to the fact that charged pions occupy different Landau levels before and after scattering of $\rho^0$ in addition to the usual contribution coming from Unitary cut beyond two pions threshold. This is purely magnetic field effect.
