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Logarithmic Differentiation in Differential Equations
For:
$$y=f(x)^C$$
taking logarithms gives:
$$\ln y=C\ln f(x)$$
Usage
- Useful for eliminating constants from exponential-power families.
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Logarithmic Differentiation in Differential Equations
For:
$$y=f(x)^C$$
taking logarithms gives:
$$\ln y=C\ln f(x)$$
Usage
- Useful for eliminating constants from exponential-power families.
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