International business machines corporation (20240127101). OPTIMIZATION OF EXPECTATION VALUE CALCULATION WITH STATEVECTOR simplified abstract

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OPTIMIZATION OF EXPECTATION VALUE CALCULATION WITH STATEVECTOR

Organization Name

international business machines corporation

Inventor(s)

Hiroshi Horii of Tokyo (JP)

Ikko Hamamura of Tokyo (JP)

Hitomi Chiba of Tokyo (JP)

OPTIMIZATION OF EXPECTATION VALUE CALCULATION WITH STATEVECTOR - A simplified explanation of the abstract

This abstract first appeared for US patent application 20240127101 titled 'OPTIMIZATION OF EXPECTATION VALUE CALCULATION WITH STATEVECTOR

Simplified Explanation

The patent application describes systems and techniques for calculating expectation values by grouping Pauli-strings based on bit series. Here are some key points to explain the innovation:

  • The system includes an expectation component that calculates expectation values of two Pauli-strings using bit series from each string.
  • The bit series consist of values for positions of x or y, and non-x or y in the Pauli-string.
  • The calculation is based on the first bit series of the first Pauli-string and the second bit series of the second Pauli-string.

Potential Applications

This technology could be applied in quantum computing, quantum information processing, and quantum simulation.

Problems Solved

This technology simplifies the calculation of expectation values in quantum systems, making it more efficient and accurate.

Benefits

The system provides a more streamlined and effective way to calculate expectation values, improving the overall performance of quantum computing systems.

Potential Commercial Applications

This technology could be utilized in industries such as pharmaceuticals, materials science, and cryptography for advanced computational tasks.

Possible Prior Art

Prior art in quantum computing and quantum information processing may include similar techniques for calculating expectation values, but this specific method of grouping Pauli-strings based on bit series may be a novel approach.

Unanswered Questions

How does this technology compare to existing methods for calculating expectation values in quantum systems?

This article does not provide a direct comparison to existing methods for calculating expectation values in quantum systems.

What are the limitations or constraints of implementing this technology in practical quantum computing systems?

This article does not address the potential limitations or constraints of implementing this technology in practical quantum computing systems.


Original Abstract Submitted

systems and techniques that facilitate expectation value calculation by grouping pauli-strings are provided. in various embodiments, a system can comprise an expectation component that calculate expectation values of two pauli-strings based on a first bit series of a first pauli-string of the two pauli-strings and a second bit series of a second pauli-string of the two pauli-strings, wherein bit series comprise a first value for a position of an x or y in a pauli string and a second value for a position of a non-x or y in the pauli-string.