Considers a generalisation where the input qubits are eigenstates of a $\mathbb{C}^2$ projector chosen uniformly at random. Shows that no finite-dimensional resource state can perfectly attack this protocol
Generalises the protocol to continuous variable inputs and shows security against unentangled attacks depending on loss and noise rates
Chapter 5 independently generalises BB84 QPV to more input bases. Chapter 4 provides an efficient attack on the protocol based on interleaved unitaries
Considers the case where the two input bases are related by a unitary $U$
Tightly characterises the secure region of the protocol depending on the loss and error rates
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