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We show that the property of being a set of multiplicity is preserved under various operations, including taking direct products, and establish an Inverse Image Theorem for such sets.
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This feature is preserved under viewpoint change.
Single fiber mechanical properties are preserved under the plasma treatment.
Equivalence is preserved under substitution.
Normal forms are preserved under certain conjugations.
We obtained that T-distributivity is preserved under the isomorphism.
Lemma 2.5 Metrizability type is preserved under countable Cartesian product.
Also, the immunoreactivity remained preserved under the conditions tested.
Corollary 11.7, to be preserved under a radial retraction.
The pure cultures were preserved under the conditions described above.
After the postexercise meal, blood glucose was preserved under 50%, but declined under Full and 75%.
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