Sentence examples for the time between two consecutive from inspiring English sources

This paper deals with stability analysis for a class of linear impulsive systems subject to a timing contract specifying bounds on the time between two consecutive impulses.

That is, the system fails when the time between two consecutive shocks falls below a fixed threshold δ.

The BI defines the time between two consecutive beacons, while the SD defines the active portion of the BI.

Time between errors (TBE): TBE is the time between two consecutive broken links in the actuator nodes.

This can be done, for example, by establishing a minimum dwell time – i.e. the time between two consecutive switches.

The algorithm in the second stage try to improve the solution evaluated at the first stage by using the time between two consecutive transportation events.

The parameter τ describes the time between two consecutives transfers, and the transfer operator T is defined by T (p ) = ∫ − ∞ + ∞ ϕ ¯ (p + f (p ⌢ ) p ⌢ ) ϕ ¯ (p − (1 − f (p ⌢ ) ) p ⌢ ) d p ⌢ ∫ 1       10 4 ϕ (p ⌢ ) d p ⌢,   φ ∈ L + 1 (10 10 4 ), where ϕ ¯ extends φ by 0 outside of the interval (1,10).

Remark 2 We note that if condition (H1) is satisfied, then the sample path solution of the initial value problem for the impulsive equation with impulses at random moments (2) exists for all t > t 0, t 0 ≥ T 0 provided that the times between two consecutive impulses t k are such that ∑ t k = ∞.

The times between two consecutive measurements were recorded, and the absolute difference from precisely 1 hour was calculated (n = 108).

In terms of complexity, DME belongs to the class of polynomial-delay algorithms, which means that, independently of the size of the results, the computation time between two consecutive solutions is polynomial in the input size (see Supplementary Material).

It stabilizes the system when the maximal time between two consecutive sampling instants is sufficiently small.