Unknown Organization (20240311675). QUANTUM INFORMATION SYSTEM simplified abstract
Contents
QUANTUM INFORMATION SYSTEM
Organization Name
Inventor(s)
Michael Stern of Givat Shmuel (IL)
Eytan Grosfeld of Be'er Sheva (IL)
Eran Ginossar of Hampshire (GB)
Marzena Szymanska of London (GB)
QUANTUM INFORMATION SYSTEM - A simplified explanation of the abstract
This abstract first appeared for US patent application 20240311675 titled 'QUANTUM INFORMATION SYSTEM
The abstract describes a system for representing quantum information using a chain of at least six quantum objects, each with a local quantum degree of freedom. These objects are coupled together by coupling elements, creating at least two quantum mechanical states of different energy that are invariant under translation and eigenstates of an inversion operator.
- Quantum information representation system using a chain of quantum objects
- Each quantum object has a local quantum degree of freedom
- Coupling elements connect the quantum objects, creating different energy states
- Translation operator displaces objects to nearest neighbors
- Inversion operator inverts objects about a point of symmetry
Potential Applications: - Quantum computing - Quantum cryptography - Quantum communication
Problems Solved: - Efficient storage and processing of quantum information - Maintaining quantum states under translation and inversion operations
Benefits: - Enhanced quantum information representation - Robust against translation and inversion operations - Potential for advanced quantum computing applications
Commercial Applications: Title: Quantum Information Processing System Commercial Uses: Quantum computing systems, quantum encryption devices Market Implications: Advancement in quantum computing technology, increased data security measures
Prior Art: Prior research on quantum information representation systems using coupled quantum objects and translation/inversion operators.
Frequently Updated Research: Ongoing studies on optimizing coupling strengths for improved quantum information processing efficiency.
Questions about Quantum Information Representation System: 1. How does the system ensure the stability of quantum states under translation and inversion operations? 2. What are the potential challenges in scaling up this system for practical quantum computing applications?
Original Abstract Submitted
a system for representing quantum information, such as for storing and processing quantum information, is formed from a chain of quantum objects. the number of quantum objects is at least six, and each quantum object is characterized by a local quantum degree of freedom. a plurality of coupling elements couple the local quantum degrees of freedom of the quantum objects: and the system has at least two quantum mechanical states of different energy. useable for representing information. the strengths of the couplings provided by the coupling elements are such that: (i) the two quantum mechanical states are invariant under the action of a translation operator. the action of the translation operator being to displace each quantum object to a nearest neighbor quantum object: and (ii) the two quantum mechanical states are eigenstates of an inversion operator with opposite eigenvalues. the action of the inversion operator being to invert the quantum objects about a point of symmetry. in one example, the chain is in the form of a loop, and each quantum object is coupled to its nearest neighbor quantum objects, and to a diametrically opposite quantum object, with different coupling coefficients. the quantum objects can be, for example, superconducting cooper-pair boxes, and the coupling elements can be josephson junctions.
