Abstract:
In this thesis, we have calculated the bipartite entanglement entropy of the quantum manybody linear kicked rotor system. We have looked at how this entropy changes with time and with the parameter of the system. The classical version of this system is unique in that it shows no chaotic dynamics for any value of kicking strength. We have tried to induce chaos into this system by introducing a momentum interaction term. This changes the quantum dynamics of the system and its spectral statistics.
