Exact(1)
This paper deals with a problem of finding valid solutions to systems of polynomial constraints.
Similar(58)
The method for finding valid cutting planes is presented.
They don't tackle a problem unless they're committed to understanding its root cause and finding a valid solution.
This cures her and drives the dowager mad.But this offers no valid solutions.
There may be one, two, or no demographically valid solutions.
PI is one of the most scientifically valid solutions on the market.
Is the finding valid?
The data presented appears sound and the core finding valid.
Furthermore, authentic problems are ill-structured, which means that they have multiple valid solutions and solution paths (Jonassen, 2011).
Densely populated clusters in the high-confidence zone represent valid solutions.
Since the models are ill-posed, there are infinite equally valid solutions that explain the data.
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