Uniform matrix product state
= Uniform matrix product state
{title2=uniform MPS}
A uniform matrix product state uses the same local tensor $A^i$ at every site. For a periodic chain its amplitudes are $\operatorname{Tr}(A^{i_1}\cdots A^{i_N})$.
= Uniform matrix product state
{title2=uniform MPS}
A uniform matrix product state uses the same local tensor $A^i$ at every site. For a periodic chain its amplitudes are $\operatorname{Tr}(A^{i_1}\cdots A^{i_N})$.