论文部分内容阅读
Any fractional quantum Hall model state has an exact matrix product state representation, in the form of an expectation value of primary fields in some conformal field theory.In this poster, I will show the site-independent matrix product of the 1/q Laughlin state on the thin annulus and cylinder.Then I will introduce the truncation of Hilbert space and use it to obtain the approximated matrix product state representation of Laughlin state.