A novel, computationally efficient, approach for Hamilton's law of varying action

Physics & Astronomy

• formulations 47%
• polynomials 40%
• simultaneous equations 32%
• economy 28%
• entry 24%
• boundary value problems 23%
• harmonic oscillators 23%
• differential equations 18%
• degrees of freedom 18%
• damping 18%

Engineering & Materials Science

• Polynomials 52%
• Initial value problems 47%
• Degrees of freedom (mechanics) 38%
• Computational efficiency 33%
• Differential equations 30%
• Damping 26%
• Set theory 21%

Chemical Compounds

• Harmonic Oscillator 100%