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

Mathematics

• Approximate Solution 100%
• Differential Equation 100%
• Degree of Freedom 100%
• Initial Condition 100%
• Equation System 100%
• Nonzero Entry 100%
• Polynomial 100%
• Initial-Value Problem 100%
• Simultaneous Equation 100%
• Harmonic Oscillator 100%
• Orthogonal Polynomial 100%

Engineering

• Computational Efficiency 100%
• Approximate Solution 100%
• Initial Condition 100%
• Harmonics 100%
• Two Degree of Freedom 100%
• Initial Value 100%
• Nonzero Entry 100%
• Freedom System 100%
• Simultaneous Equation 100%

Keyphrases

• Law 100%
• Computationally Efficient Approach 100%
• Computational Efficiency 50%
• Approximate Solution 50%
• Numerical Results 50%
• Differential Equations 50%
• Two-degree-of-freedom System 50%
• Initial Value Problem 50%
• Orthogonal Polynomials 50%
• Computational Economy 50%
• Approximation by Polynomials 50%
• Harmonic Oscillator 50%
• Sparse System of Equations 50%
• Simultaneous Equations 50%