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Underwater attenuation A l,f) [8] can be expressed as: A ( l, f ) = ( l l r e f ) a l p h a. a ( f ) l (1).
It is denoted as A l, and it transforms into a matrix A l ∈ C I A l × I A ∖ A l.
A natural choice would be to choose ϕ as a L p ( D × R ∗ + ) -integrable function of the space variable with 1 ≤ p < + ∞.
Furthermore, considering the impact of interconnected bnodes in the experiments, in cases without directly connected bnodes (with b density=0), ApproxMap had the same delta size as A l g Hung in all the tests.
Lemma 4.3 G is continuous and G ( a ) ⋅ a → ∞ as ∥ a ∥ R r → ∞, where ⋅ denotes the inner product of two vectors in R r. Proof In order to prove that G is continuous, it is sufficient to show that G ( a l ) → G ( a 0 ) in R r as a l → a 0 in R r.
Each locus will have a variable number of alleles, k, which we represent as A l = { a0, a1,…, a k −1}.
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