Suppose one is particularly interested in the period and amplitude of the oscillation within a time interval between 0 and 400 seconds.
First, suppose that the benefit that the cell obtains from metabolizing a given amount of substrate, Δ S, in a time interval, Δ t, can be described by a function B = B(Δ S, E, Δ t).
However, it does not in fact make sense to suppose that a time-interval is in separate places at the same time (Rickless 2007, 58).
Fix a time interval ([0,T]).
Consider a time interval [t0,t0 + T].
A time interval of 56 days represents an interval where increased pathologic downstaging is balanced by decreased overall survival.
In this paper, we supposed that in a given time interval (check-up period), the physician counts the number of failed tests Y (t) = θ.
Suppose that in the time interval [ t, t+ Δ t], there are u j instances of reaction j in this sequence, for j = 1,…, m, and each step in the sequence is feasible, i.e., all the x i are large enough to avoid any population size becoming negative.
In a given time interval, a certain fraction will decay.
We consider time to be continuous and suppose it very unlikely that more than one elementary event occur during a short time interval; formally, the probability that more than one event occurs during an interval Δ t is o(Δ t).
Suppose that there exist K encounters between SU v i and SU v j within a predefined time interval [t0, T].
