SearcharxivSearch

arXiv subjects

N. C. Randeep

Publications and source records attributed to N. C. Randeep.

4 recordsLinked to original sources

Quantum Walks Assisted Bidirectional Remote State Preparation

We present a scheme for bidirectional remote state preparation (BRSP) using quantum walks on two independent one-dimensional lattices and two independent cycles with two and four vertices, employing nearest-neighbor jumps with coin outcomes. The protocol is implemented in two distinct ways: one without the involvement of a controller and the other assisted by a controller . In this approach, the quantum walk dynamics generate entanglement during the remote state preparation process, thereby eliminating the need for any pre-shared initial entanglement between the communicating parties. Finally, we show that the bidirectional remote state preparation schemes based on quantum walks on a two-vertex and four-vertex system exhibit consistent behavior under the respective uncontrolled and controlled configurations.

quant-ph

Bidirectional quantum teleportation using quantum walks

We present a method for bidirectional teleportation of a single qubit using quantum walks on two independent one dimensional lattices and two independent cycles with four vertices, employing nearest neighbor jumps with coin outcomes. In addition, we discuss two different methods for two qubit teleportation by employing nearest neighbor jumps and next nearest neighbor jumps with a single coin and two coins, respectively. Finally, we show that the two qubit single jump quantum walk and the two jump quantum walk teleportation schemes yield the same results.

quant-ph

Beyond Qubits : An Extensive Noise Analysis for Qutrit Quantum Teleportation

The four quantum noises Bit Flip, Phase Flip, Depolarization, and Amplitude Damping as well as any potential combinations of them are examined in this papers investigation of quantum teleportation using qutrit states. Among the above mentioned noises, we observed phase flip has highest fidelity. Compared to uncorrelated Amplitude Damping, we find that correlated Amplitude Damping performs two times better. Finally, we agreed that, for better fidelity, it is preferable to provide the same noise in channel state if noise is unavoidable.

quant-ph

Topological entanglement entropy of three-dimensional Kitaev model

We calculate the topological entanglement entropy (TEE) for a three-dimensional hyperhoneycomb lattice generalization of Kitaev's honeycomb lattice spin model. We find that for this model TEE is not directly determined by the total quantum dimension of the system. This is in contrast to general two dimensional systems and many three dimensional models, where TEE is related to the total quantum dimension. Our calculation also provides TEE for a three-dimensional toric-code-type Hamiltonian that emerges as the effective low-energy theory for the Kitaev model in a particular limit.

cond-mat.str-el