QUANTUM SOURCE LABS LTD. (20240256934). ENTANGLING PHOTONIC GRAPHS simplified abstract
Contents
ENTANGLING PHOTONIC GRAPHS
Organization Name
Inventor(s)
Serge Rosenblum of Rehovot (IL)
ENTANGLING PHOTONIC GRAPHS - A simplified explanation of the abstract
This abstract first appeared for US patent application 20240256934 titled 'ENTANGLING PHOTONIC GRAPHS
The quantum computing method described in the abstract involves initializing a state of a resonator-coupled quantum emitter, receiving photonic graph states, selecting photons from each graph state, passing them through an entangling gate via the quantum emitter, and disentangling the emitter from the photons.
- The method involves working with at least two photonic graph states, each containing at least two photons.
- Disentangling includes detecting the state of the quantum emitter or mapping its state to an additional photon.
Potential Applications: - Quantum computing - Quantum communication - Quantum cryptography
Problems Solved: - Enhancing quantum entanglement processes - Improving quantum information processing efficiency
Benefits: - Increased quantum computing capabilities - Enhanced quantum communication security
Commercial Applications: Title: "Advanced Quantum Computing Method for Enhanced Data Processing" This technology could be utilized in industries such as cybersecurity, finance, and healthcare for secure data processing and communication.
Prior Art: Readers can explore prior research on quantum entanglement, quantum computing methods, and photonic graph states to understand the background of this innovation.
Frequently Updated Research: Stay updated on advancements in quantum computing, quantum communication, and quantum cryptography to further enhance the applications of this technology.
Questions about Quantum Computing: 1. How does quantum entanglement improve data processing efficiency in quantum computing? 2. What are the potential challenges in implementing quantum communication systems using photonic graph states?
Original Abstract Submitted
a quantum computing method includes initializing a state of a resonator-coupled quantum emitter, receiving at least two photonic graph states, selecting at least one photon from each graph state, feeding the selected photons through an entangling gate via the resonator-coupled quantum emitter, and disentangling the resonator-coupled quantum emitter from the selected photons. each of the at least two photonic graph states contains at least two photons. the disentangling includes at least one of detecting the state of the resonator-coupled quantum emitter or mapping the state of the resonator-coupled quantum emitter to a state of an additional photon.
