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The existence of BUs with different sizes with close topologies, revealed by numerous examples, leads us to define the notion of "scale chemistry" which concerns the edification of solids with various BUs, either organic, hybrid, or inorganic, and the consequences it has for the corresponding frameworks and the voids they generate.
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Thus, the above examples lead us to make following statement: The classification of partial differential equations with polynomial coefficients depends very much on the signs of the coefficients.
This example leads us to pose the following question.
Another quick example leads us to our developers.
"But the movement and delicacy of the fairy wings in the original artwork, for example, led us to create a glass-bead stripe with the same kind of delicacy and shimmer".
Also, Example 3.1 leads us to the fact that there are discontinuous mappings satisfying the conditions of the following results.
Example 3.7 leads us to consider some conditions on the mapping that are weaker than that in Theorem 3.1 which still guarantees the existence of a -maximum (minimum) solution to.
For example, the "representativeness heuristic" leads us to make judgments based on similarities we believe to be representative, and the "availability heuristic" leads us to make judgments based on information that is immediately accessible to us.
What we think we know about Shakespeare, for example, can lead us into all sorts of odd and limiting interpretations of the plays (maximally in the form of the truly odd beliefs of anti-Stratfordianism — see below).
The Bessarabska Lenin, for example, has led us to understand that a private collector has it—he grabbed it illegally.
A prevalence of ERα in articular cartilage, for example, would lead us to suspect an agonistic effect.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com