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The closed interval in is defined as.

Let, I interval in, be such that (3.1).

Let, interval in, be such that is bounded, that is, Then the functions defined by (4.1).

A function, where is an interval in, is said to be convex if is convex, or equivalently, if for all and all, we have (38).

A function, where is an interval in, is said to be log-convex if is convex, or equivalently if for all and all, one has (1.11).

In contrast, the interval in was remarkably narrowed in the inbred population.

If the norm in is strictly monotonically increasing, then the order intervals in are bounded.

Selecting candidate time points from the intervals in is an empirical task.

Pacemaker frequency and its precision (expressed as coefficient of variation of the interspike interval, in %) were similar between adult and juvenile SN DA neurons under basal conditions in the absence of dopamine (Fig. 2C and D, and Supplementary Table 5).

It is easy to see that every open interval in Y is an infinite set.

In this article, the concept of geodetic interval in graphs is extended to fuzzy graphs.

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