Sentence examples for additionally satisfies from inspiring English sources

The phrase "additionally satisfies" is correct and usable in written English.
It can be used when you want to indicate that something meets an additional requirement or condition beyond what has already been mentioned.
Example: "The new software not only improves efficiency but additionally satisfies the security standards set by the organization."
Alternatives: "also meets" or "further fulfills".

Exact(9)

In the context of protein engineering, we consider the problem of computing an mRNA sequence of maximal codon-wise similarity to a given mRNA (and consequently, to a given protein) that additionally satisfies some secondary structure constraints, the so-called mRNA Structure Optimization (MRSO) problem.

As a consequence of our result and of a theorem of Elliott and Gong, any such C∗-algebra, if it additionally satisfies the Universal Coefficients Theorem, is approximately homogeneous of topological dimension at most 3. Our result in particular confirms the Elliott conjecture for the class of simple unital Z-stable ASH algebras with real rank zero.

Moreover, if additionally satisfies, then the fixed point problem is well-posed.

Moreover, if additionally satisfies and is continuous for each, then the fixed point problem is well-posed.

We recall that a measure of noncompactness is regular [17] if it additionally satisfies the following conditions: 7∘ :  (mu(X cup Y ) = max{mu(X),mu(Y )}).

If κ ( s ) additionally satisfies s κ ′ ( s ) < 1, then e − κ ( s ) is a special function of f ( s ), which satisfies (6).

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Similar(51)

A configuration that satisfy the user requirements, and that additionally satisfy some optimality criteria is required.

An optimum timetable will additionally satisfy soft constraints, which are not absolutely essential.

Frequent-pattern discovery in data streams is more challenging than that in traditional databases since several requirements need to be additionally satisfied.

Let the initial value (x_{0} in mathbb{R}^{n}) additionally satisfy (|x_{0}|>delta_{4}).

Such functions will be called solutions of (2.1) if they additionally satisfy the smoothness requirement ; see next definition.

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