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Local Minimum
A function has a local minimum at $$x=c$$ if:
$$f(x)\geq f(c)$$
for all $$x$$ sufficiently close to $$c$$.
Usage
- Used to identify a point where the function changes from decreasing to increasing.
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Local Minimum
A function has a local minimum at $$x=c$$ if:
$$f(x)\geq f(c)$$
for all $$x$$ sufficiently close to $$c$$.
Usage
- Used to identify a point where the function changes from decreasing to increasing.
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