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Function Differntiable Function Sequence Analytic Monotonically Nondecreasing Order Preserving Map Monotonically Increasing Monotonically Decreasing Poset Height And Width Monotonically Nonincreasing Simple Function Homogeneous System Of Parameters

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Monotonic

A sequence or function is said to be monotonic if it is

Intuitively, this means that a monotone sequence can be thought of a “staircase” going either only up, or only down, with the stairs any height and any depth. The same goes for step functions. Smooth (analytic) monotone functions are like “slopes,” either up or down at potentially varying steepnesess.

1	Differntiable Function
1	Sequence
1	Function
2	Analytic
4	Order Preserving Map
4	Monotonically Increasing
5	Poset Height And Width
5	Monotonically Decreasing
5	Monotonically Nondecreasing
7	Monotonically Nonincreasing
8	Homogeneous System Of Parameters
10	Simple Function