Quanscient Oy (20240265285). QUANTUM ALGORITHM UTILIZING LATTICE BOLTZMANN METHOD simplified abstract

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QUANTUM ALGORITHM UTILIZING LATTICE BOLTZMANN METHOD

Organization Name

Quanscient Oy

Inventor(s)

Ljubomir Budinski of Tampere (FI)

[[:Category:Ossi Niemim�ki of Tampere (FI)|Ossi Niemim�ki of Tampere (FI)]][[Category:Ossi Niemim�ki of Tampere (FI)]]

Valtteri Lahtinen of Tampere (FI)

QUANTUM ALGORITHM UTILIZING LATTICE BOLTZMANN METHOD - A simplified explanation of the abstract

This abstract first appeared for US patent application 20240265285 titled 'QUANTUM ALGORITHM UTILIZING LATTICE BOLTZMANN METHOD

The patent application describes a method for setting up a quantum circuit using a lattice Boltzmann method.

  • The method involves initializing a quantum circuit with a first quantum register, a second quantum register, and at least one ancilla register.
  • The quantum circuit is then applied to the registers in a sequential order, including a collision step, a propagation step, and a macroscopic variables calculation step.
  • The collision step is constructed using a first set of quantum gates, the propagation step using a second set of quantum gates, and the macroscopic variables calculation step using a third set of quantum gates.

Potential Applications:

  • Quantum computing
  • Quantum simulations
  • Quantum information processing

Problems Solved:

  • Efficient setup of quantum circuits
  • Utilization of lattice Boltzmann method in quantum computing

Benefits:

  • Improved performance of quantum circuits
  • Enhanced accuracy in quantum simulations
  • Increased efficiency in quantum information processing

Commercial Applications:

  • Quantum computing research and development
  • Quantum software development
  • Quantum hardware optimization

Questions about Quantum Circuit Setup using Lattice Boltzmann Method: 1. How does the lattice Boltzmann method improve the setup of quantum circuits? 2. What are the advantages of using ancilla registers in quantum computing?

Frequently Updated Research:

  • Latest advancements in quantum circuit optimization
  • Updates on the integration of lattice Boltzmann method in quantum algorithms


Original Abstract Submitted

disclosed is a method for setting up a quantum circuit () utilizing a lattice boltzmann method. an initialization step () is performed by setting up for the quantum circuit, a first quantum register (f1), a second quantum register (f2) and at least a first ancilla register (a, a1). the quantum circuit is applied to the first quantum register (f1), the second quantum register (f2) and the first ancilla register (a, a1), wherein the quantum circuit comprises in a sequential order: (i) a collision step () constructed using a first set of quantum gates; (ii) a propagation step () constructed using a second set of quantum gates; and (iii) a macroscopic variables calculation step () constructed using a third set of quantum gates.

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