Venice, California
United States
48
2026-06-04
The entities that hold a legal rights for patent applications filed by inventor Babbush Ryan:
Ryan Babbush from Venice, US has applied for patents for these inventions. The list has both pending applications and granted patents:
TRAINING QUANTUM EVOLUTIONS USING SUBLOGICAL CONTROLS
#2 | 2026-04-30Techniques for Obtaining Accurate Diagonal Electronic Structure Hamiltonians
#3 | 2026-04-16INCREASING REPRESENTATION ACCURACY OF QUANTUM SIMULATIONS WITHOUT ADDITIONAL QUANTUM RESOURCES
#4 | 2025-09-11MAJORANA LOOP STABILIZER CODES FOR ERROR CORRECTION OF FERMIONIC QUANTUM SIMULATIONS
#5 | 2025-09-04TARGETING MANY-BODY EIGENSTATES ON A QUANTUM COMPUTER
#6 | 2025-08-21ERROR CORRECTED VARIATIONAL ALGORITHMS
#7 | 2025-06-12EFFICIENT AND NOISE RESILIENT MEASUREMENTS FOR QUANTUM CHEMISTRY
#8 | 2025-05-08PERFORMING UNITARY ITERATION AND INDEXED OPERATIONS
#9 | 2025-02-13SHADOW HAMILTONIAN SIMULATION USING A QUANTUM COMPUTER
#10 | 2025-02-06OPERATOR AVERAGING WITHIN QUANTUM COMPUTING SYSTEMS
#11 | 2025-01-23Decoding errors using quantum subspace expansion
#12 | 2025-01-23PLANE WAVE DUAL BASIS FOR QUANTUM SIMULATION
#13 | 2024-10-17USING QUANTUM COMPUTERS TO ACCELERATE CLASSICAL MEAN-FIELD DYNAMICS
#14 | 2024-08-29VARIATIONAL QUANTUM STATE PREPARATION
#15 | 2024-08-08Error corrected variational algorithms
#16 | 2024-06-13Training quantum evolutions using sublogical controls
#17 | 2024-01-11Decoding errors using quantum subspace expansion
#18 | 2023-12-07Performing unitary iteration and indexed operations
#19 | 2023-11-16GRADIENT-BASED QUANTUM ASSISTED HAMILTONIAN LEARNING
#20 | 2023-10-05Operator averaging within quantum computing systems
#21 | 2023-10-05Plane wave dual basis for quantum simulation
#22 | 2023-05-04Training quantum evolutions using sublogical controls
#23 | 2023-02-02ITERATIVE CONSTRUCTION OF STATIONARY QUANTUM STATES USING QUANTUM COMPUTERS
#24 | 2022-12-08FERMIONIC SIMULATION GATES
#25 | 2022-08-11Efficient and noise resilient measurements for quantum chemistry
#26 | 2022-05-12QUANTUM PHASE ESTIMATION OF MULTIPLE EIGENVALUES
#27 | 2022-05-05Fidelity estimation for quantum computing systems
#28 | 2022-03-03VERIFIED QUANTUM PHASE ESTIMATION
#29 | 2022-01-27Decoding errors using quantum subspace expansion
#30 | 2022-01-20INCREASING REPRESENTATION ACCURACY OF QUANTUM SIMULATIONS WITHOUT ADDITIONAL QUANTUM RESOURCES
#31 | 2022-01-20Majorana loop stabilizer codes for error correction of fermionic quantum simulations
#32 | 2021-10-28Error corrected variational algorithms
#33 | 2021-09-23Training quantum evolutions using sublogical controls
#34 | 2021-09-02Efficient fault-tolerant trotter simulation of molecular hamiltonians
#35 | 2021-09-02Preparing superpositions of computational basis states on a quantum computer
#36 | 2021-06-10Variational quantum state preparation
#37 | 2021-05-27Performing unitary iteration and indexed operations
#38 | 2021-02-04Techniques for obtaining accurate diagonal electronic structure Hamiltonians
#39 | 2020-12-31Targeting many-body eigenstates on a quantum computer
#40 | 2020-09-17Fermionic simulation gates
#41 | 2020-07-23Quantum phase estimation of multiple eigenvalues
#42 | 2020-04-16Operator averaging within quantum computing systems
#43 | 2020-04-16Plane wave dual basis for quantum simulation
#44 | 2020-02-27SIMULATING MATERIALS USING QUANTUM COMPUTATION
#45 | 2019-07-11Training quantum evolutions using sublogical controls
#46 | 2019-05-23Fidelity estimation for quantum computing systems
#47 | 2019-01-17Quantum phase estimation of multiple eigenvalues
#48 | 2017-12-07Training quantum evolutions using sublogical controls
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