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Synthesis results confirmed the resource reduction and speed up advantages of our architectures.
This conclusion is emphasized by Table 3, which shows a comparison among our architectures and some previous works.
Our architectures are highly optimized and have low-complexity based on irreducible all one polynomial (AOP).
We show that our architectures are especially useful for classification tasks that involve a large number of classes and a small amount of labeled data where the single-view tree-structured approach does not perform well alone but when combined with Co-Training, it can exploit effectively the independent views and the unlabeled data to improve the recognition accuracy.
But within this process, questions arise, linear continuity is interrupted by the uncertainties of the hypothesis of stability on which we base our solid notions, which have provided the foundations for our architectures, the grounds of our narratives.
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"It just wasn't our architecture".
Our architecture critic George S. Chappell wrote under the name T-Square.
"We try to hide the presence of our architecture as much as possible.
This is not because our architecture has been too primitive, however.
"Our architecture was considered part of our prayer, and it still is," Father Schwan said.
"That was the beginning of our architecture education," Mr. Seelig said.
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CEO of Professional Science Editing for Scientists @ prosciediting.com