Anyon F-matrix
= Anyon F-matrix
{title2=$[F^{abc}_t]_{uv}$}
The <unitary matrix> relating the <anyon fusion trees> $((ab)_u c)_t$ and $(a(bc)_v)_t$. Fix the convention $|((ab)_u c)_t\rangle=\sum_v[F^{abc}_t]_{uv}|(a(bc)_v)_t\rangle$. An inverse change of parentheses uses the adjoint <matrix>, so its entries are complex conjugates with exchanged indices.