A COSMOLOGY WITHOUT BIG-BANG

In contrast to standard ECSK theory with the Brans-Dicke scalar field (phi) nonminimally coupled to the curvature scalar, an additional new pseudo scalar term phi(n)E(alpha beta mu nu)P(alpha beta mu nu) (contraction between Levi-Civita pseudo tensor and curvature tenser) has been included in the Lagrangian. The new term is non-zero due to the non-symmetric nature of the connection and vanishes identically in the general theory of relativity. We show that there exists a nonsingular cosmological solution for a spatially flat (k = 0) Robertson-Walker line element in the radiation era; therefore our model has no big bang.