Sentence examples for models can satisfy from inspiring English sources

The developed two types of models can satisfy the requirements of engineering.

It is worth noting that different data models can satisfy different needs and future system requirement are diversified.

They also explain how these models can satisfy sentences like "R is the set of real numbers" or "Y is the power set of ω"; and they even explain how these models can satisfy the axioms of set theory (e.g., the power set axiom).

Taken together, these examples highlight a crucial fact: the "misinterpretations" which explained how a countable model can satisfy a sentence like Ω(mˆ ) are actually fairly systematic.

The analysis of sections 2.2 2.3 explains in general terms how a countable model can satisfy a formula like Ω x) at a particular element.

Our work can also be applied towards validating the knowledge base such that the updated model can satisfy all test-cases collected from the domain experts.

Numerical examples show that the method proposed can effectively solve the RBRD problem, and the optimal results of the proposed model can satisfy certain reliability requirement and have the robustness to the fluctuation of design variables.

However, this model can satisfy both the paleomagnetic constraints and the geometry with the surrounding plates that requires subduction of the Pacific Plate along the IBM Trench and subduction of the PHS Plate along the Ryukyu Trench.

No execution of this model can satisfy requirement H1.1 (GT1 > GT2) for all the states of the execution that occur infinitely often.

Now, you might argue that no matter what the risk profile of the business, smart, professional risk managers can build models that can satisfy both parties.

The problem of free vibration of Timoshenko beams with elastically supported ends is solved, for the first time, by using a finite element model which can satisfy all the geometric and natural boundary conditions of an elastically restrained Timoshenko beam.