[Merged by Bors] - feat: better junk value for fderivWithin at isolated points#7117
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[Merged by Bors] - feat: better junk value for fderivWithin at isolated points#7117
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Currently, when `x` is isolated in the set `s`, then `fderivWithin k f s x` can be anything. We modify the definition by ensuring that it is equal to `0` in this case. This ensures that the range of `derivWithin` is always contained in the closure of the span of the range of `f`.
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Currently, when `x` is isolated in the set `s`, then `fderivWithin k f s x` can be anything. We modify the definition by ensuring that it is equal to `0` in this case. This ensures that the range of `derivWithin` is always contained in the closure of the span of the range of `f`.
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kodyvajjha
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Sep 22, 2023
Currently, when `x` is isolated in the set `s`, then `fderivWithin k f s x` can be anything. We modify the definition by ensuring that it is equal to `0` in this case. This ensures that the range of `derivWithin` is always contained in the closure of the span of the range of `f`.
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Currently, when
xis isolated in the sets, thenfderivWithin k f s xcan be anything. We modify the definition by ensuring that it is equal to0in this case. This ensures that the range ofderivWithinis always contained in the closure of the span of the range off.