Nur Duwi Fat Fitri

Distributed entanglement is the foundational resource of quantum networks, enabling quantum key distribution, teleportation, and entanglement swapping between distant nodes. However, as transmission distance increases, channel loss and environmental noise inevitably degrade entanglement quality. Entanglement purification protocols (EPPs) are therefore an essential ingredient of practical quantum repeaters. A central challenge in implementing EPPs for long-distance quantum communication is the choice of photonic encoding. Time-bin encoding is well suited to optical-fiber transmission and has demonstrated robust operation at telecommunication wavelengths. Recent experiments have further distributed fully controllable time-bin entangled states over 100-km single-mode fibers with high two-photon visibility and state fidelity. However, the early-late temporal separation that makes time-bin encoding robust for fiber transmission also complicates local entangling operations: logic operations between time-bin qubits generally require coherent manipulation of early and late temporal modes, making their implementation with static linear optics alone highly nontrivial. In this work, we develop an implementation-level feasibility analysis of entanglement purification for time-bin entangled photons. We evaluate candidate purification architectures using time-bin specific implementation criteria, including early-late temporal-mode interference, active switching or temporal demultiplexing, interferometric phase stability, ancillary resource requirements, and post-selection or feed-forward control. This operation-level comparison identifies the main bottleneck that distinguishes time-bin purification from polarization-based linear-optical schemes: the difficulty of implementing temporal-mode parity checks or CNOT-like operations with passive optical elements alone. We examine candidate implementations of time-bin-compatible EPPs, including temporal-to-spatial or temporal-to-polarization mode conversion followed by linear-optical parity checking, active-switch-assisted temporal-mode operations, and nondestructive-measurement-assisted or memory-compatible node-level approaches. We further discuss how key realization issues, such as optical loss, interferometric visibility, detector efficiency, and conversion overhead, affect the feasibility of each approach in terms of fidelity improvement, success probability, and resource requirements. This analysis provides an implementation-oriented perspective on the experimental trade-offs between conversion-assisted linear-optical purification and resource-intensive deterministic or near-deterministic approaches for long-distance fiber quantum communication.