Exact(4)
This automated approach identifies and quantifies fiber network morphology as demonstrated for three relevant scaffold types and provides a means to: (1) guarantee objectivity, (2) significantly reduce analysis time, and (3) potentiate broader analysis of scaffold architecture effects on cell behavior and tissue development both in vitro and in vivo.
By standard variational arguments, the assumptions ( f 1 ) ∼ ( f 3 ) and ( V 1 ) guarantee the results of Theorem 1.1, which can be proved by the traditional Minmax Theory.
The additional conditions f ′ ( 0 ) < 1 and f ′ ( 1 ) < 1 guarantee stability of the stationary solutions U = 0 and U = 1.
This and the asymptotes of E 1 guarantee that its branch in [ 0, ∞ ) 2 is monotone. Clearly, the pair of horizontal lines representing E 2 must intersect E 1 in at least one and at most two points in [ 0, ∞ ) 2. Some possibilities are shown in Figure 3.
Similar(56)
Static analysis methods are en for determining whether arbitrary sets of database production rules are (1) guaranteed to terminate; (2) guaranteed to produce a unique final database state; (3) guaranteed to produce a unique stream of observable actions.
Algorithm 1 guarantees to converge.
Since 0 < a ( x ) ↓, (1) guarantees that b n ↑ ∞.
Finally, Theorem 1 guarantees that (E) has property (A).
Algorithm 1 guarantees ϵ-differential privacy.
A Gaussian distribution with μ = σ = 1 guarantees low initial values and ensures stable initial populations.
22 CFR § 232.04 - Guarantee eligibility.
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