View Full Version : Continuous on a curve?
Hey, I have a quick question: Does anyone know what it means for a function f to be continuous on a curve \gamma? Is it the same as saying the pullback \gamma^*f is continuous on the domain of \gamma?
Hey, I have a quick question: Does anyone know what it means for a function f to be continuous on a curve \gamma? Is it the same as saying the pullback \gamma^*f is continuous on the domain of \gamma?
It implies that, actually. Off the top of my head, I'd say "continuous on a curve" means
that the function f is the restriction of a function F, continuous on a neighbourhood of the curve.
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