QUANTUM SCIENCE & SYSTEMS GMBH (20240265288). Systems and Methods Involving Uniform Quantum Computing Model(s) based on Virtual Quantum Processors, Aspects of Quantum Information Technology and/or Other Features simplified abstract

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Systems and Methods Involving Uniform Quantum Computing Model(s) based on Virtual Quantum Processors, Aspects of Quantum Information Technology and/or Other Features

Organization Name

QUANTUM SCIENCE & SYSTEMS GMBH

Inventor(s)

Georg Gesek of Vienna (AT)

Systems and Methods Involving Uniform Quantum Computing Model(s) based on Virtual Quantum Processors, Aspects of Quantum Information Technology and/or Other Features - A simplified explanation of the abstract

This abstract first appeared for US patent application 20240265288 titled 'Systems and Methods Involving Uniform Quantum Computing Model(s) based on Virtual Quantum Processors, Aspects of Quantum Information Technology and/or Other Features

The present innovations relate to systems and methods associated with performing virtualized quantum processing. According to embodiments herein, an exemplary method may involve initializing qubits with classical meta information, initializing gate circuits between the qubits with the classical meta information, processing a given quantum circuit by transforming all qubits by unitary matrices, measuring the qubits to retrieve classical information, and processing the classical information, wherein the method is implemented via an information process stack, preferably comprised of a hardware layer, an operating system coupled to the hardware stack, and a container environment coupled to the operating system. In some implementations, a Bloch sphere is built into an intermediate representation of a memory pattern within the main memory in such a way that associated state vectors are fully represented within the memory pattern along with the classical information.

  • Simplified Explanation:

- The innovation involves virtualized quantum processing using classical meta information to initialize qubits and gate circuits. - Quantum circuits are processed using unitary matrices, and classical information is retrieved and processed. - The method is implemented through an information process stack with hardware, operating system, and container environment.

  • Key Features and Innovation:

- Initialization of qubits with classical meta information. - Processing quantum circuits using unitary matrices. - Retrieval and processing of classical information. - Implementation through an information process stack.

  • Potential Applications:

- Quantum computing. - Data encryption. - Machine learning algorithms.

  • Problems Solved:

- Efficient quantum processing. - Integration of classical and quantum information. - Scalability of quantum systems.

  • Benefits:

- Improved performance in quantum processing. - Enhanced security in data encryption. - Versatile applications in various industries.

  • Commercial Applications:

- Title: "Enhanced Virtualized Quantum Processing for Advanced Computing Applications" - Potential commercial uses in cybersecurity, financial modeling, and scientific research. - Market implications include increased efficiency and accuracy in data processing.

  • Questions about Virtualized Quantum Processing:

1. How does the integration of classical meta information improve quantum processing efficiency? 2. What are the potential limitations of implementing a Bloch sphere in memory patterns for quantum processing?

  • Frequently Updated Research:

- Stay updated on advancements in quantum algorithms for virtualized processing. - Explore new developments in quantum error correction techniques for enhanced reliability.


Original Abstract Submitted

the present innovations relate to systems and methods associated with performing virtualized quantum processing. according to embodiments herein, an exemplary method may involve initializing qubits with classical meta information, initializing gate circuits between the qubits with the classical meta information, processing a given quantum circuit by transforming all qubits by unitary matrices, measuring the qubits to retrieve classical information, and processing the classical information, wherein the method is implemented via an information process stack, preferably comprised of a hardware layer, an operating system coupled to the hardware stack, and a container environment coupled to the operating system. in some implementations, a bloch sphere is built into an intermediate representation of a memory pattern within the main memory in such a way that associated same state vectors |�> are fully represented within the memory pattern along with the classical information |0> and |1>.