Estimating the ground state energy of the Schrödinger equation for convex potentials

Engineering

• Relative Error 100%
• Schr Dinger Equation 100%
• Ground State Energy 100%
• Ground State 66%
• Qubit 66%
• Hamiltonian 33%
• Degree of Freedom 33%
• Eigenvector 33%
• Quantum State 33%
• Quantum Algorithm 33%
• Potential Error 33%

Mathematics

• Ground State 100%
• State Energy 100%
• Polynomial 80%
• Relative Error 60%
• Qubit 40%
• Degree of Freedom 20%
• Approximates 20%
• Eigenvector 20%
• Hamiltonian 20%
• Perturbation Theory 20%
• Quantum State 20%
• Quantum Algorithm 20%

Keyphrases

• Fundamental Gap 33%