20240054374. METHODS AND SYSTEMS FOR SOLVING A PROBLEM ON A QUANTUM COMPUTER simplified abstract (OTI Lumionics Inc.)
METHODS AND SYSTEMS FOR SOLVING A PROBLEM ON A QUANTUM COMPUTER
Organization Name
Inventor(s)
Scott N. Genin of Mississauga (CA)
Artur Izmaylov of Mississauga (CA)
IIya Ryabinkin of Mississauga (CA)
METHODS AND SYSTEMS FOR SOLVING A PROBLEM ON A QUANTUM COMPUTER - A simplified explanation of the abstract
This abstract first appeared for US patent application 20240054374 titled 'METHODS AND SYSTEMS FOR SOLVING A PROBLEM ON A QUANTUM COMPUTER
Simplified Explanation
- Method of solving electronic structure problems on a computer - Providing a fermionic Hamiltonian - Transforming the fermionic Hamiltonian to qubit operators - Transforming the fermionic Hamiltonian in qubit operators to a mean-field Hamiltonian - Embedding the Hamiltonian onto a quantum computer
Potential Applications
- Quantum chemistry simulations - Material science research - Drug discovery and development
Problems Solved
- Adapting electronic structure problems to available hardware - Reducing computational cost - Reducing the number of required qubits for larger systems
Benefits
- Improved efficiency in solving electronic structure problems - Increased scalability for larger systems - Potential for faster and more accurate simulations
Original Abstract Submitted
a method of solving a problem can include providing a fermionic hamiltonian, transformation of the fermionic hamiltonian to qubit operators, transformation of the fermionic hamiltonian in qubit operators to a mean-field hamiltonian, and embedding the hamiltonian onto a quantum computer. such systems and methods may improve upon existing methods for solving electronic structure problems on a computer by adapting the problem to available hardware, reducing computational cost, and reducing the number of required qubits to solve electronic structure problems for larger number of atoms.
