The phrase "admissible length" is correct and usable in written English.
It can be used in contexts where you are discussing acceptable or permissible measurements, such as in legal, technical, or academic settings.
Example: "The document must adhere to the admissible length specified in the guidelines to be considered valid."
Alternatives: "acceptable length" or "permissible length".
But the given factors - earth - works, admissible slopes, length of route - can be appreciated in terms of money.
The fact that 2 r and 2 r + δ are the minimum admissible insert lengths for DSV and ISV, respectively, is a direct consequence of both the mathematical fact that probability values cannot be negative and the physical observation that these are the minimum values at which an insert could span the respective types of SV.
Let (X subsetmathcal{A}^{mathbf{Z}}) and let (mathcal{B}_{n}(X)) denote the set of all admissible words of length n in X.
The integration domain Ωk,ω= Ω k × Ω ω is defined by the admissible range of wave lengths and periods that define the ocean waves [18] in opposition to other ocean oscillations, such as tides, planetary waves, etc.
Let GH be a reductive symmetric space and suppose V is an admissible (g, K -module of finite length possessing a linear functional T ϵ Vsu which is fixed by h and H ∩ K -module
If A is an admissible subcategory of D b (X ), then the length of any gap of A is at most the maximal length of any gap of D b (X ).
We would argue that this is admissible because this approach leads to the most accurate length measurement.
CSH theoretical prediction models : Based on our previously selected theoretical prediction models of cross-hybridization [ 17] (Table 2, Model 1), we further construct the BLAST prediction model based on the total length of the sequence alignment and the admissible maximum mismatches within the sequence, as shown in Table 3.
In deterministic compressed sensing, it is desired that a sensing matrix should be able to support a variety of admissible column numbers to sense a signal of various lengths.
According to the definition of the capacity region as the set of source rates for which the sum of queue lengths remains finite (section 'Potential function via back pressure'), Figure 4 provides an intuition of the set of admissible source rates, as those rates before the sum of queue lengths starts to rapidly increase (i.e., approximately up to source rate 8).
