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Piecewise Smooth

  • Definition: A path g is called piecewise smooth if it has a bounded derivative g' which is continuous everywhere on the domain except (possibly) at a finite number of points. At these exceptional points it is required that both right- and left-hand derivatives exists.

    Source: Mathematical Analysis, second edition by Tom M. Apostol

  • Listed under: Mathematical Analysis, Multivariable Calculus

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