Fermions

- The Fbit class represents a fermionic product state in the occupation number representation $|f\rangle = |n0\rangle \otimes \dots \otimes |n\rangle$ of $L$ sites and $n_{i} \in \{ 0,1\}$.

This page details the specific operators available for Fermionic systems. These operators implement the general Operator interface described in the Operators concept guide.

In this tutorial we use the quantum toolkit, specifically the operator framework and the free fermion features, to study the dynamics and eigenstates of a free fermion system. For a comprehensive introduction to free fermion systems and their representation, see the concept Non-interacting fermions.

Overview

Overview