Monte Carlo approach for finding optimally controlled quantum gates with differential geometry

INIS

• monte carlo method 100%
• differential geometry 100%
• geodesics 100%
• curves 75%
• cost 50%
• equations 50%
• optimal control 50%
• qubits 50%
• values 25%
• solutions 25%
• control 25%
• interactions 25%
• environment 25%
• geometry 25%
• implementation 25%
• design 25%
• energy 25%
• calculation methods 25%
• length 25%
• sampling 25%
• noise 25%
• randomness 25%
• minimization 25%
• control theory 25%
• hamiltonians 25%

Keyphrases

• Controlled Quantum Gates 100%
• Geodesic Equation 100%
• Krotov Method 50%
• Quantum Gate Synthesis 50%
• Special Unitary Group 50%
• Control Optimization 50%
• Two-qubit Gate 50%
• Unitary Evolution 50%
• Sub-Riemannian Geometry 50%
• Fidelity Value 50%
• Dephasing Noise 50%
• Geodesic Curve 50%
• Geodesic Method 50%
• Minimization Methods 50%
• Unitary Group 50%

Mathematics

• Quantum Gate 100%
• Qubit Gate 100%
• Monte Carlo Approach 100%
• Unitary Group 100%
• Optimal Path 50%
• Constant Time 50%
• Riemannian Geometry 50%
• Single Qubit 50%