CID Relation

C Continuous
I Integrable
D Differentiable

The CID Relation:

20130421-094136.jpg

D \to C, C \to I
=>
D \to I

What it means a curve (function) is :
1. Continuous = not broken curve
2. Differentiable = no pointed ‘V’ or ‘W’ shape curve
3. Integrable: can compute the area under the (unbroken) curve.

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2 thoughts on “CID Relation

  1. Pingback: French Curve | Tom Circle

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