Coherent State-Based Path Integral Methodology for Computing the Wigner Phase Space Distribution

Keyphrases

• Path Integral 100%
• State-based 100%
• Coherent States 100%
• Phase Space Distribution 100%
• Integral Methodology 100%
• Wigner Phase Space 100%
• Many Degrees of Freedom 50%
• Wigner 50%
• Monte Carlo 50%
• Path Integral Method 50%
• Phase Space Density 50%
• Exact Approach 50%
• Monte Carlo Method 25%
• Density of States 25%
• Dynamical Properties 25%
• Noise Reduction 25%
• Path Integral Monte Carlo 25%
• One-dimensional Model 25%
• Quartic Potential 25%
• Phase Cancellation 25%
• Challenging Tasks 25%
• Path Integral Representation 25%
• Approximate Method 25%
• Ludwig Boltzmann 25%
• Infinite Series 25%
• Multidimensional Systems 25%
• Classical Trajectories 25%
• Sign Problem 25%
• Integrand 25%
• Coordinate Spaces 25%
• Fourier Type 25%
• Accurate Evaluation 25%
• Highly Oscillatory 25%
• Fourier Integral 25%
• Wigner Distribution 25%
• Trajectory Basis 25%
• System-bath 25%
• Wigner Function 25%
• Oscillatory Region 25%
• Formamide Molecule 25%

Engineering

• Phase Space 100%
• Degree of Freedom 66%
• Path Integral Method 66%
• Tasks 33%
• Boltzmann Equation 33%
• One Dimensional 33%
• Initial Condition 33%
• Oscillatory 33%
• Starting Point 33%
• Dimensional Model 33%
• Hamiltonian 33%
• Approximate Method 33%
• Infinite Series 33%
• Integrand 33%