bounded variation
is bounded above where a = x0 < x1 <…< xn = b is any partition of the interval. Differentiable functions with bounded derivatives have bounded variation. xcos(1/x) is an example of a function which does not have bounded variation.
- interval
- interval estimate
- interval scale
- intransitive relation
- intrinsic
- intrinsic coordinates
- intuitionism
- invalid
- invariable
- invariant
- invariant set
- invariant subgroup
- inverse correlation
- inverse element
- inverse function
- inverse function theorem
- inverse hyperbolic function
- inverse image
- inversely proportional
- inverse matrix
- inverse of a complex number
- inverse points
- inverse square law of gravitation
- inverse trigonometric function
- invertible function