In mathematics, a local minimum is a dip that looks like the bottom, but isn't. Its depth is modest, relative, only temporary. The line turns upward again, the lowest it gets here but not the lowest it could ever be.
In mathematics, a local minimum is a dip that looks like the bottom, but isn't. Its depth is modest, relative, only temporary. The line turns upward again, the lowest it gets here but not the lowest it could ever be.