General Dynamics Mission Systems, Inc. (20240340090). QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES simplified abstract
Contents
- 1 QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES
- 1.1 Organization Name
- 1.2 Inventor(s)
- 1.3 QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES - A simplified explanation of the abstract
- 1.4 Simplified Explanation
- 1.5 Potential Applications
- 1.6 Problems Solved
- 1.7 Benefits
- 1.8 Commercial Applications
- 1.9 Questions about Quantum Relay and Quantum Signal Source
- 1.10 Original Abstract Submitted
QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES
Organization Name
General Dynamics Mission Systems, Inc.
Inventor(s)
Todd Hodges of Fairfax VA (US)
Glen Uehara of Fairfax VA (US)
Jacob Glasby of Fairfax VA (US)
QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES - A simplified explanation of the abstract
This abstract first appeared for US patent application 20240340090 titled 'QUANTUM PROBABILITY ENCODING FOR PATH IDENTIFICATION, QUANTUM RELAYS AND FASTER DATA RATES
Simplified Explanation
The patent application describes a system that uses the quantum properties of photon streams to convey information. It involves using pairs of spatially separated and polarization-entangled photon streams that exist in a quantum superposition state. An encoder modulates one stream with information, while an optical quantum circuit alters the polarization state based on a control signal. A second information source modulates the other stream, increasing the information density of the system.
- Quantum relay and quantum signal source exploit quantum properties of photon streams
- Pairs of spatially separated and polarization-entangled photon streams are used
- Information is encoded into quantum probability distributions through quantum parallelism and interference
- Optical quantum circuit alters the polarization state based on a control signal
- Second information source modulates the other stream, enhancing information density
Potential Applications
The technology could be used in secure communication systems, quantum computing, and quantum cryptography.
Problems Solved
The system addresses the need for secure and efficient information transmission using quantum properties.
Benefits
The technology offers enhanced security, increased information density, and potential for quantum computing applications.
Commercial Applications
- Secure communication systems
- Quantum computing technology
- Quantum cryptography applications
Questions about Quantum Relay and Quantum Signal Source
What are the potential commercial applications of this technology?
The potential commercial applications include secure communication systems, quantum computing, and quantum cryptography.
How does the system address the need for secure information transmission?
The system uses quantum properties of photon streams to encode information, making it highly secure against traditional eavesdropping methods.
Original Abstract Submitted
the quantum relay and quantum signal source exploit quantum properties of photon streams. a pair of spatially separated and polarization-entangled photon streams is used. the pair collectively exist in a quantum superposition state by virtue of their mutual entanglement. in the relay, an encoder establishes a modulation control signal corresponding to the information to be conveyed. an optical quantum circuit is placed in the path of one of the pair of streams, so that the first stream passes through it. the optical quantum circuit alters the quantum polarization state of the photon passing through it based on the control signal. in this way information is encoded into quantum probability distributions of the superposition state through quantum parallelism and quantum interference, whereby information is conveyed in the photon streams. in the signal source a second information source is used to modulate the other of the pair of streams, thus enhancing the information density of the system, by encoding both in the probability distribution and in the correlation of the photon arrival times.
