Yanlin Liao

Optimal probabilistic cloning of two linearly independent states with arbitrary probability distribution

We investigate the probabilistic quantum cloning (PQC) of two states with arbitrary probability distribution. The optimal success probabilities are worked out for

An ultra-narrowband TE-polarization absorber with a dielectric grating and metal substrate

1\rightarrow 2

Remote Quantum Information Concentration Via Weak Cross-Kerr Nonlinearity

1→2 PQC of the two states. The results show that the upper bound on the success probabilities of PQC in Qiu (J Phys A 35:6931–6937, 2002) cannot be reached in general. With the optimal success probabilities, we design simple forms of

A graphene-based tunable guided-mode resonance narrowband mid-infrared filter

1\rightarrow 2

Economical phase-covariant quantum telecloning of a single polarization photon via quantum nondemolition detection

1→2 PQC and work out the unitary transformation needed in the PQC processes. The optimal success probabilities for