The main reason for the presence of such samples in any particular set is the use of "convenience samples" [1,11], that were collected for purposes other than establishing an mtDNA database.
However, until such a sample set is assembled, we remain reliant on strain sets of variable convenience, and must acknowledge that they might produce misleading interpretations regarding microbial membership in a given niche.
We set for convenience A = B = 1.
A basis is a (finite or infinite) set of vectors, for convenience often indexed by some index set, that spans the whole space and is linearly independent.
In the following, for the sake of convenience, set (2.6).
Proof For the sake of convenience, set E = C , the Banach space of continuous functions on Ω ¯ with the norm ∥ u ∥ = max { | u ( x ) | : x ∈ Ω ¯ }.
In the following, for the sake of convenience, set (E=C[0,1]), the Banach space of continuous functions on ([0,1]) with the norm (|y|=max{|y(t)|:tin[0,1]}).
Without loss of generality, we may assume that x t) > 0, x(τ(t)) > 0, and x η2 t, ξ)) > 0 for t ≥ t1 for some sufficiently large t1 ≥ t0 and ξ ∈ [ c, d ] T. For the sake of convenience, set z(t): = x α (t) + p(t)x(τ(t)).
As a result of such complicated taxonomic appraisal, the formal classification of Carnivora is in some ways an artificial system set up for the sake of convenience.
For the sake of convenience, we set (3.1).
