Exact(1)
Then I shall define qualitative belief from conditional probability by appealing to a procedure studied by van Fraassen (1976), Arló-Costa (2001), and Arló-Costa and Parikh (2005).
Similar(59)
Article D. 311-38: " When a general care project is planned for the application of the institution's or service's project as mentioned in Article L. 311-8, it shall define all measures ensuring the palliative care required by the state of health of patients, including specific personnel training plans".
For x ∈ L p i [ 0, ∞ ), we shall define that ∥ x ∥ p i = ∫ 0 ∞ ∣ x ( s ) ∣ p i d s 1 p i, 1 ≤ p i < ∞ ess sup s ∈ [ 0, ∞ ) ∣ x ( s ) ∣, p i = ∞. We shall apply Theorem 2.1 to obtain the first existence result for (1.2) in (C l [0, ∞)) n. Theorem 4.1 For each 1 ≤ i ≤ n, assume (D1 - D5) hold where.
For x ∈ L p i [ 0, ∞ ), we shall define ∥ x ∥ p i as in Section 4. Our first result is a variation of an existence principle of Lee and O'Regan [25].
We shall define P F (s, i), 0 ≤ i ≤ δ(s) as an estimate of the probability of failure in detecting that the decoded word is wrong using i extra syndromes given that using i - 1 extra syndromes, it was not possible to detect the error.
Analogously, we shall define the solutions χm + 1 x,λ) and χ i (x,λ) ( i = 1, m ¯ ) Open image in new window by initial conditions χ m + 1 ( b, λ ) = λ β 2 ′ + β 2, χ m + 1 ′ ( b, λ ) = λ β 1 ′ + β 1 Open image in new window.
We shall define a function from into.
Now we shall define Δ-integration on time scales.
We shall define and discuss all of the weights shortly.
We shall define both these functions in the following subsections.
In a further work, an economic analysis shall define optimal design conditions.
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