This is an explanation of an approximation technique that is finding applications in many branches of engineering, physics and mathematics. The results obtained from the method of normal forms is equivalent to those obtained with other perturbation methods such as the method of averaging.
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This is an explanation of an approximation technique that is finding applications in many branches of engineering, physics and mathematics. The results obtained from the method of normal forms is equivalent to those obtained with other perturbation methods such as the method of averaging.
Read Less
