The phrase "absolute discrete" is correct and usable in written English.
It can be used in contexts related to mathematics, computer science, or philosophy, where the concepts of absoluteness and discreteness are relevant.
Example: "In this model, we assume that the variables are absolute discrete, meaning they can only take on distinct, separate values without any intermediate states."
Alternatives: "completely separate" or "entirely distinct".
The bistable model predicts that different cell states depend upon discrete absolute concentration of Yan present inside cells.
A very efficient method in the study of the stability of difference equations is represented by the so-called "freezing technique," which was used in [22] for the study of absolute stability of discrete-time systems with delay and also in [23] in order to deduce explicit conditions for global feedback exponential stabilizability of discrete-time control systems with multiple state delays.
The next theorem establishes the bistability of higher-order absolute differences taken from discrete signals.
Recall the apparent contradiction we arrive at by interpreting F P=R T in an absolute sense for a discrete lattice.
It is shown that if the building content is known the proposed framework can facilitate building-specific seismic risk and loss assessment within minutes after an earthquake provided that the recorded floor absolute acceleration histories at discrete locations along the height of the building are accessible.
The average PDP is calculated with the mean absolute value of the discrete CIR for every ℓ th realization h ℓ (m) in the interval [τ,τ+8], that is, PDP ¯ m = 1 N ℓ · ∑ ℓ = 0 N ℓ − 1 h ℓ m 2, τ < m < τ + 8, (32) Figure 5 Average power-delay profile for ETU model with a 6-RB PRS bandwidth.
The results obtained from the data collection were expressed in absolute numbers, percentages for discrete variables, and means ± standard deviations for continuous variables.
The theoretical results are developed by using tools from the absolute stability theory for discrete-time systems.
This theorem establishes the property of bistability for higher-order absolute differences taken from discrete-time signals.
