Gravitational Baryogenesis in Non-Minimal Coupled f(R,T) Gravity

Baryogenesis refers to the theoretical process that occurred in the early history of the universe producing excess of matter over antimatter. Hitherto, fundamental physics which can give rise to such events is unknown. Many theories have emerged which may be able to suffice this conundrum, although concrete understanding is obscure. Gravitational baryogenesis is one such theory introduced by Davoudiasl, et al. (Phys. Rev. Lett. 93, 201301 (2004)). In this theory, for a CP violating interaction proportional to partial differential R-mu, where R denote Ricci scalar, gravitational baryogenesis is inevitable. In this paper, we have investigated the consequences of CP violating interactions proportional to partial differential R-mu, partial differential T-mu and partial differential (mu)f(R,T) in the framework of non-minimal f(R,T) gravity. We found that for interactions proportional to partial differential R-mu and partial differential (mu)f(R,T), baryogenesis can be realized with suitable parameter spaces producing a net baryon asymmetry factor consistent with observations, whereas for interaction proportional to partial differential T-mu, results in a baryon asymmetry incompatible with observations.